Yuting6/Geo3k-augmentation huggingface dataset:
Problem: <image>Quadrilateral DEFG is a rectangle.  If $m \angle EFD = 2x - 3$ and $m \angle DFG = x + 12$,
find $m \angle EFD$.
Choices:
51
55
67
102
Answer: 51
Problem: <image>$\triangle K L N$ and $\triangle L M N$ are isosceles and $m \angle J K N=130$. Find the measure of $\angle J$.
Choices:
105
106
108
111
Answer: 106
Problem: <image>The square is circumscribed to the circle. Find the exact circumference of the circle.
Choices:
7 \pi
14 \pi
21 \pi
28 \pi
Answer: 14 \pi
Problem: <image>In the figure below, $∠ABC$ is intersected by parallel lines $l$ and $m$. What is the measure of $∠ABC$? Express your answer in degrees.
Choices:
33
38
61
71
Answer: 71
Problem: <image>$∠1$ and $∠2$ form a linear pair and $m∠2 = 67$. Find the measure of $\angle 1$.
Choices:
67
113
123
133
Answer: 113
Problem: <image>Find $AB$.
Choices:
3.75
5
6.25
8.75
Answer: 6.25
Problem: <image>$\odot  P \cong \odot Q$, Find $x$.
Choices:
7
11
22
44
Answer: 11
Problem: <image>Find x
Choices:
4 \sqrt { 3 }
6 \sqrt { 3 }
8 \sqrt { 3 }
10 \sqrt { 3 }
Answer: 10 \sqrt { 3 }
Problem: <image>Find the area of the figure. Round to the nearest hundredth, if necessary.
Choices:
4.2
4.8
7.9
16.9
Answer: 4.8
Problem: <image>Find $x$.
Choices:
30
35
70
140
Answer: 70
Problem: <image>In $\triangle PQR$, $\overline{ST} \| \overline{R Q}$ . If  $PS=12.5$, $SR=5$, and $PT=15$, find $TQ$.
Choices:
5
6
6.5
12.5
Answer: 6
Problem: <image>Find $m\angle R$
Choices:
58
60
122
124
Answer: 58
Problem: <image>The rectangle is inscribed into the circle. Find the exact circumference of the circle.
Choices:
8 \pi
10 \pi
16 \pi
20 \pi
Answer: 10 \pi
Problem: <image>Find $x$ so that $a ∥ b$.
Choices:
2.5
14
15
16
Answer: 14
Problem: <image>Use parallelogram JKLM to find $m \angle JML$
Choices:
50
71
109
144
Answer: 109
Problem: <image>Find x.
Choices:
14
14 \sqrt { 3 }
28
42
Answer: 14
Problem: <image>Find $x$. Assume that segments that appear to be tangent are tangent.
Choices:
6
6.5
7
7.5
Answer: 6
Problem: <image>In the figure, $m ∠1 = 58 $, $m ∠2 = 47 $, and $m ∠3 = 26 $. Find the measure of $∠9$.
Choices:
39
47
49
58
Answer: 49
Problem: <image>The pair of polygons is similar. Find x
Choices:
2
3
5
6
Answer: 6
Problem: <image>$\triangle LMN \cong \triangle QRS$. Find $x$.
Choices:
10
20
40
50
Answer: 20
Problem: <image>Find $XZ$.
Choices:
5
17
18
34
Answer: 34
Problem: <image>For the pair of similar figures, find the area of the green figure.
Choices:
9
18
72
144
Answer: 9
Problem: <image>Find z
Choices:
36 \sqrt { 5 }
36 \sqrt { 7 }
36 \sqrt { 11 }
36 \sqrt { 13 }
Answer: 36 \sqrt { 7 }
Problem: <image>Find the area of the trapezoid.
Choices:
72
132
144
192
Answer: 132
Problem: <image>Express the ratio of $\cos X$ as a decimal to the nearest hundredth.
Choices:
0.28
0.29
0.96
3.43
Answer: 0.28
Problem: <image>Use the Pythagorean Theorem to find the length of the hypotenuse of each right triangle.
Choices:
5
\sqrt { 119 }
12
13
Answer: 13
Problem: <image>If pentagons $A B C D E$ and $P Q R S T$ are similar, find $S R$
Choices:
1 \frac { 5 } { 6 }
4 \frac { 4 } { 11 }
3
14 \frac { 2 } { 3 }
Answer: 4 \frac { 4 } { 11 }
Problem: <image>Find $x$ so that each quadrilateral is a parallelogram.
Choices:
1
2
3
4
Answer: 4
Problem: <image>Use parallelogram $ABCD$ to find $AD$
Choices:
6
12
18
30
Answer: 18
Problem: <image>$Q$ is the centroid and $BE=9$. Find $BQ$.
Choices:
3
6
9
12
Answer: 6
Problem: <image>Find $m \widehat {LP}$.
Choices:
114
144
150
156
Answer: 150
Problem: <image>Find $y$ so that each quadrilateral is a parallelogram.
Choices:
4
16
20
24
Answer: 4
Problem: <image>Find z.
Choices:
6
6 \sqrt { 2 }
6 \sqrt { 3 }
6 \sqrt { 5 }
Answer: 6 \sqrt { 5 }
Problem: <image>Quadrilateral EFGH is a rectangle. If EF = 4x - 6 and HG = x + 3, find EF.
Choices:
6
12
18
20
Answer: 6
Problem: <image>The diameters of $\odot A, \odot B,$ and $\odot C$ are 10, 30 and 10 units, respectively. Find YW if $\overline{A Z} \cong \overline{C W}$ and $C W=2$.
Choices:
2
3
10
30
Answer: 3
Problem: <image>Find $x$.
Choices:
10.25
12.75
18.75
25.5
Answer: 12.75
Problem: <image>Find $m\angle 2$
Choices:
30
45
60
90
Answer: 90
Problem: <image>Find $x$  if $AE=3, AB=2$, $BC=6,$ and $ED=2x-3$
Choices:
5
6
8
9
Answer: 6
Problem: <image>Find the value of $x$ in each diagram
Choices:
11
31
71
133
Answer: 71
Problem: <image>Find y.
Choices:
2 \sqrt { 3 }
4
2 \sqrt { 6 }
6
Answer: 2 \sqrt { 6 }
Problem: <image>Refer to the figure at the right. Find the value of $m ∠FCE$ if $ p \parallel q $.
Choices:
105
110
115
120
Answer: 105
Problem: <image>Find the value of the variable $y$ in the figure.
Choices:
10
20
30
70
Answer: 10
Problem: <image>Find $m \angle B G E$
Choices:
60
120
240
360
Answer: 60
Problem: <image>Find $y$.
Choices:
8
9
12
15
Answer: 12
Problem: <image>The diameters of $\odot A, \odot B,$ and $\odot C$ are 10, 30 and 10 units, respectively. Find ZX if $\overline{A Z} \cong \overline{C W}$ and $C W=2$.
Choices:
3
4
5
6
Answer: 3
Problem: <image>$m$ is the perpendicular bisector of $XZ$, $WZ=14.9$. Find $WX$.
Choices:
7.45
14.9
22.4
25.3
Answer: 14.9
Problem: <image>In rhombus $A B C D, A B=2 x+3$ and $B C=5 x$. Find $m \angle AEB$.
Choices:
45
60
90
180
Answer: 90
Problem: <image>Find the measure of $m\angle 1$. Assume that segments that appear
tangent are tangent.
Choices:
51
78
102
129
Answer: 129
Problem: <image>Find $m \angle S$.
Choices:
28
30
32
34
Answer: 34
Problem: <image>Quadrilateral $WXYZ$ is a rectangle. Find the measure of $\angle 6$ if $m∠1 = 30$.
Choices:
30
45
60
90
Answer: 60
Problem: <image>If $LK=4,MP=3,PQ=6,KJ=2,RS=6$, and $LP=2$, find $JH$.
Choices:
2
3
4
6
Answer: 4
Problem: <image>Find $x$.
Choices:
97
99
110
123
Answer: 123
Problem: <image>Find $h$ in the triangle.
Choices:
4.62
5.66
6.93
8
Answer: 8
Problem: <image>$m \angle 2=2 x, m \angle 3=x$ Find $m\angle 2$
Choices:
30
45
60
90
Answer: 60
Problem: <image>Find $m∠1$.
Choices:
37
45
53
63
Answer: 53
Problem: <image>$\overline{AB}$ is a diameter, $AC=8$ inches, and $BC=15$ inches. Find the circumference of the circle.
Choices:
8.5 \pi
15 \pi
16 \pi
17 \pi
Answer: 17 \pi
Problem: <image>Find the measure of $\angle 2$.
Choices:
32
33
45
55
Answer: 33
Problem: <image>Find $m \angle RST$.
Choices:
55
70
75
80
Answer: 55
Problem: <image>A square is inscribed in a circle having a radius of $6$ inches. Find the length of each side of the square.
Choices:
\frac { 3 } { \sqrt 2 }
3 \sqrt 2
6 \sqrt 2
12 \sqrt 2
Answer: 6 \sqrt 2
Problem: <image>Find $x$.
Choices:
3
4
6
7
Answer: 3
Problem: <image>Refer to the figure at the right. Find y.
Choices:
4.88
5.96
6.75
8.42
Answer: 6.75
Problem: <image>In rhombus $A B C D, m \angle D A B=2, m \angle A D C$ and $C B=6$. Find $m \angle A D B$
Choices:
30
60
90
120
Answer: 30
Problem: <image>Triangle $LMN$ is equilateral, and $\overline{MP}$ bisects $\overline{LN}$. Find the measure of each side of $\triangle LMN$.
Choices:
9
10
11
12
Answer: 10
Problem: <image>Find $x$.
Choices:
6
8
12
15
Answer: 8
Problem: <image>Find $x$ in the given parallelogram
Choices:
38
75
76
109
Answer: 38
Problem: <image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
Choices:
65
91.9
112.6
130
Answer: 91.9
Problem: <image>Find $JL$.
Choices:
7
11
12
14
Answer: 14
Problem: <image>Find x.
Choices:
7
7 \sqrt { 2 }
7 \sqrt { 3 }
14
Answer: 14
Problem: <image>The segment is tangent to the circle. Find the value of $x$.
Choices:
2
3
6
9
Answer: 3
Problem: <image>Find the perimeter of  $\triangle D E F,$ if $\triangle D E F \sim \triangle C B F,$ perimeter of $\triangle C B F=27, D F=6,$ and $F C=8$
Choices:
20.25
21
27
36
Answer: 20.25
Problem: <image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary.
Choices:
60
62
64
66
Answer: 64
Problem: <image>Find the area of the figure. Round to the nearest tenth if necessary.
Choices:
75
112.5
129.9
225
Answer: 129.9
Problem: <image>Equilateral pentagon $P Q R S T$ is inscribed in $\odot U$. Find $m \widehat{Q R}$
Choices:
36
72
120
144
Answer: 72
Problem: <image>In $\odot M$, $FL=24,HJ=48$, and $m \widehat {HP}=65$. Find $NJ$.
Choices:
24
32
48
65
Answer: 24
Problem: <image>If $ZP = 4x - 9$ and $PY = 2x + 5$, find $ZX$.
Choices:
9
10
19
38
Answer: 38
Problem: <image>Find $A E$ if $A B=12, A C=16,$ and $E D=5$
Choices:
12
15
16
20
Answer: 15
Problem: <image>Find $m \angle 1$.
Choices:
39
84
108
129
Answer: 108
Problem: <image>For trapezoid QRTU, V and S are midpoints of the legs. If QR = 4 and UT = 16, find VS.
Choices:
5
9
10
12
Answer: 10
Problem: <image>The two polygons are similar. Find UT.
Choices:
12
20.5
22.5
35
Answer: 22.5
Problem: <image>Find $BD$ if $\overline{B F}$ bisects $\angle A B C$ and $\overline{A C} \| \overline{E D}, B A=6, B C=7.5$, $A C=9,$ and $D E=9$
Choices:
12
13.5
15
18
Answer: 13.5
Problem: <image>Find the scale factor from $Q$ to $Q'$.
Choices:
2
3
4
5
Answer: 3
Problem: <image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
Choices:
5
8.1
10.3
21.6
Answer: 21.6
Problem: <image>Find the area of the rhombus. 
Choices:
33
66
132
264
Answer: 132
Problem: <image>Express the ratio of $\cos B$ as a decimal to the nearest hundredth.
Choices:
0.38
0.42
0.92
2.40
Answer: 0.38
Problem: <image>Find y
Choices:
\frac { 5 \sqrt { 2 } } { 2 }
5
5 \sqrt { 2 }
10
Answer: \frac { 5 \sqrt { 2 } } { 2 }
Problem: <image>Find x
Choices:
3.4
7.0
8.1
9.3
Answer: 9.3
Problem: <image>Find x.
Choices:
16
17
18
19
Answer: 17
Problem: <image>Quadrilateral $WXYZ$ is a rectangle. Find the measure of $\angle 5$ if $m∠1 = 30$.
Choices:
15
30
45
60
Answer: 30
Problem: <image>Find the area of the shaded region. Round to the nearest tenth.
Choices:
104.7
157.1
235.6
314.2
Answer: 157.1
Problem: <image>$m \widehat{AC}=160$ and $m \angle BEC=38$. What is $m \angle AEB$?
Choices:
42
61
80
84
Answer: 42
Problem: <image>Find the area of the regular polygon. Round to the nearest tenth.
Choices:
3.9
11.7
23.4
46.8
Answer: 23.4
Problem: <image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
Choices:
428
528
572
624
Answer: 528
Problem: <image>Find x.
Choices:
10
10 \sqrt { 3 }
20
30
Answer: 10
Problem: <image>$\triangle RSV \cong \triangle TVS$. Find $x$.
Choices:
11
11.5
12
12.5
Answer: 12
Problem: <image>In $\odot O, \overline{E C}$ and $\overline{A B}$ are diameters, and $\angle B O D \cong \angle D O E \cong \angle E O F \cong \angle F O A$
Find $m\widehat{A C}$
Choices:
45
90
180
360
Answer: 90
Problem: <image>In $\odot M$, $FL=24,HJ=48$, and $m \widehat {HP}=65$. Find $m \widehat {HJ}$.
Choices:
65
120
130
155
Answer: 130
Problem: <image>Find $AB$.
Choices:
23
24
25
27
Answer: 23
Problem: <image>Trapezoid $GHJK$ has an area of 188.35 square feet. If $HJ$ is 16.5 feet, find $GK$.
Choices:
5.1
21.6
22.8
26.8
Answer: 26.8
Problem: <image>Find x.
Choices:
24
24 \sqrt { 2 }
24 \sqrt { 3 }
48
Answer: 24 \sqrt { 3 }
Problem: <image>Find $m \angle D$.
Choices:
58
64
80
82
Answer: 80
Problem: <image>Find $m \angle 1$.
Choices:
21
27
52
79
Answer: 79
Problem: <image>Find the area of the figure to the nearest tenth.
Choices:
24
31.1
38.1
52.3
Answer: 31.1
Problem: <image>In the figure, $m ∠9 = 75$. Find the measure of $\angle 6$.
Choices:
75
85
95
105
Answer: 105
Problem: <image>Find $x$.
Choices:
7.5
10
12.5
15
Answer: 12.5
Problem: <image>Find x.
Choices:
8 \sqrt { 2 }
8 \sqrt { 3 }
8 \sqrt { 5 }
8 \sqrt { 7 }
Answer: 8 \sqrt { 5 }
Problem: <image>Find the perimeter of the parallelogram.
Choices:
32
39
46
78
Answer: 78
Problem: <image>Find $JQ$ if $Q$ is the incenter of $\triangle JLN$.  Rounded to the nearest hundredth.
Choices:
16.50
18.79
20.32
25.50
Answer: 18.79
Problem: <image>The area of trapezoid $JKLM$ is 138 square feet. The area of trapezoid $QRST$ is 5.52 square feet. If trapezoid $J K L M$ $ \sim$ trapezoid $QRST$, find the value of $x$.
Choices:
0.2
1
25
125
Answer: 1
Problem: <image>Find $BC$.
Choices:
6
9
15
60
Answer: 9
Problem: <image>$\triangle ABC \sim \triangle FDG$. Find the value of $x$.
Choices:
8
10
12
15
Answer: 10
Problem: <image>Find x. Round the side measure to the nearest tenth.
Choices:
69.0
69.8
76.4
77.2
Answer: 69.8
Problem: <image>In the figure, $m∠1 = 123$. Find the measure of $\angle 14$.
Choices:
47
57
67
123
Answer: 57
Problem: <image>Find the area of the figure in feet. Round to the nearest tenth, if necessary.
Choices:
34.6
36
40
48
Answer: 34.6
Problem: <image>If $\frac{I J}{X J}=\frac{HJ}{YJ}, m \angle W X J=130$
and $m \angle WZG=20,$ find $m \angle YIZ$
Choices:
40
50
65
110
Answer: 50
Problem: <image>The diameter of $\odot S$ is $30$ units, the diameter of $\odot R$ is $20$ units, and $DS=9$ units. Find $RC$.
Choices:
4
6
9
12
Answer: 4
Problem: <image>Find y.
Choices:
24
24 \sqrt { 2 }
24 \sqrt { 3 }
48
Answer: 48
Problem: <image>Find PQ
Choices:
3
4
6
9
Answer: 6
Problem: <image>For the pair of similar figures, use the given areas to find $x$.
Choices:
6.4
16
100
250
Answer: 16
Problem: <image>$m∠9 = 2x - 4$, $m∠10 = 2x + 4$. Find the measure of $∠10$.
Choices:
86
94
98
104
Answer: 94
Problem: <image>In the figure, $m∠3 = 43$. Find the measure of $\angle 11$.
Choices:
43
53
63
137
Answer: 43
Problem: <image>In rhombus LMPQ, $m \angle Q L M=2 x^{2}-10$, $m \angle Q P M=8 x$,  and $M P=10$ . 
Find the perimeter of $LMPQ$
Choices:
10
40
70
140
Answer: 40
Problem: <image>Find the value of $x$ in each diagram
Choices:
68
78
79
136
Answer: 68
Problem: <image>If $m \widehat{F E}=118, m \widehat{A B}=108$, $m \angle E G B=52,$ and $m \angle E F B=30$, find $m \widehat{C F}$
Choices:
30
44
108
118
Answer: 44
Problem: <image>Find $x$.
Choices:
0.8
1
1.4
1.6
Answer: 1.4
Problem: <image>Use rectangle LMNP, parallelogram LKMJ to solve the problem.
If $L N=10, L J=2 x+1,$ and $P J=3 x-1,$ find $x$
Choices:
2
4
5
10
Answer: 2
Problem: <image>The perimeter of this polygon is 60 centimeters. Find the length of each side of the polygon.

Choices:
12
15
30
60
Answer: 12
Problem: <image>$\triangle RST \cong \triangle ABC$. Find $x$.
Choices:
8
10
13
21
Answer: 10
Problem: <image>$\triangle WXY \cong \triangle WXZ$. Find $y$.
Choices:
3
4
5
7
Answer: 4
Problem: <image>Find $BC$ if $AB=6, AF=8, BC=x, CD=y$, $DE=2y-3$, and $FE=x+\frac{10}{3}$.
Choices:
9
10
13.3
15
Answer: 10
Problem: <image>In $\odot B$, $CE=13.5$. Find $BD$. Round to the nearest hundredth.
Choices:
3.71
4.29
4.53
6.75
Answer: 4.29
Problem: <image>Find the area of the rhombus.
Choices:
132
264
265
528
Answer: 264
Problem: <image>Find the area of the figure. Round to the nearest tenth.
Choices:
12.6
25.1
48.0
50.2
Answer: 50.2
Problem: <image>Find the area of the trapezoid. 
Choices:
45
90
180
360
Answer: 180
Problem: <image>Quadrilateral EFGH is a rectangle. If FK = 32 feet, find EG.
Choices:
13
30
57
64
Answer: 64
Problem: <image>Find the measure of $\angle 2$.
Choices:
49
55
57
76
Answer: 76
Problem: <image>Find the length of $AC$ in the isosceles triangle ABC. 
Choices:
1.5
7
11
12.5
Answer: 7
Problem: <image>$\overrightarrow{BA}$ and $\overrightarrow{BC}$ are opposite rays and $\overrightarrow{BD}$ bisects $\angle ABF$. If $m \angle FBC=2x+25$ and $m \angle ABF=10x-1$, find $m \angle DBF$.
Choices:
25.5
50
54
64.5
Answer: 64.5
Problem: <image>Find the length of $\widehat {ZY}$. Round to the nearest hundredth.
Choices:
3.93
6.00
7.85
15.71
Answer: 7.85
Problem: <image>Find $cos C$
Choices:
\frac { 3 } { 5 }
\frac { 3 } { 4 }
\frac { 4 } { 5 }
\frac { 5 } { 4 }
Answer: \frac { 4 } { 5 }
Problem: <image>$\overline{A C}$ is a diagonal of rhombus $A B C D$ If $m \angle C D E$ is $116,$ what is $m \angle A C D ?$
Choices:
58
90
116
180
Answer: 58
Problem: <image>Find the perimeter of $\triangle R U W$ if $\triangle R U W \sim \triangle S T V$, $S T=24, V S=12, V T=18$ and $U W=21$
Choices:
63
68
70
75
Answer: 63
Problem: <image>For trapezoid $ABCD$, $S$ and $T$ are midpoints of the legs. If $AB=x+4$, $CD=3x+2$, and $ST=9$, find $AB$.
Choices:
3
5
7
9
Answer: 7
Problem: <image>Find the length of $\widehat {JK}$. Round to the nearest hundredth.
Choices:
0.52
0.79
1.05
1.57
Answer: 1.05
Problem: <image>In $\odot P$, $JK=10$ and $\widehat {JKL}=134$. Find $m \widehat{JL}$.
Choices:
46
67
92
134
Answer: 67
Problem: <image>The segment is tangent to the circle. Find $x$.
Choices:
16
18
30
34
Answer: 16
Problem: <image>Find $\angle 5$
Choices:
50
110
130
150
Answer: 50
Problem: <image>If $\frac{I J}{X J}=\frac{HJ}{YJ}, m \angle W X J=130$
and $m \angle WZG=20,$ find $m \angle J$
Choices:
40
55
60
70
Answer: 60
Problem: <image>Find DE
Choices:
3
4
6
9
Answer: 9
Problem: <image>Question: When a spring does work on an object, we cannot find the work by simply multiplying the spring force by the object's displacement. The reason is that there is no one value for the force-it changes. However, we can split the displacement up into an infinite number of tiny parts and then approximate the force in each as being constant. Integration sums the work done in all those parts. Here we use the generic result of the integration.

In Figure, a cumin canister of mass $m=0.40 \mathrm{~kg}$ slides across a horizontal frictionless counter with speed $v=0.50 \mathrm{~m} / \mathrm{s}$. It then runs into and compresses a spring of spring constant $k=750 \mathrm{~N} / \mathrm{m}$. When the canister is momentarily stopped by the spring, by what distance $d$ is the spring compressed?
Answer: 1.2
Problem: <image>Question: what is the total volume of the measuring cup?
Answer: 1000
Problem: <image>Question: △ABC的两内角平分线OB、OC相交于点O，若∠A＝110°，则∠BOC＝（）
Choices:
A. 135°
B. 140°
C. 145°
D. 150°
Answer: 145°
Problem: <image>Question: Subtract all large rubber spheres. Subtract all big shiny cylinders. How many objects are left?
Answer: 4
Problem: <image>Question: Find $m\angle H$
Choices:
A. 97
B. 102
C. 107
D. 122
Answer: 97
Problem: <image>Question: As shown in the figure, if CB = 4.0, DB = 7.0, and D is the midpoint of AC, then the length of AC is ()
Choices:
A. 6cm
B. 7cm
C. 4cm
D. 5cm
Answer: 6cm
Problem: <image>Question: What time is shown? Answer by typing a time word, not a number. It is (_) after eight.
Choices:
A. half
B. quarter
C. o'clock
D. quarter to
E. quarter past
Answer: quarter
Problem: <image>Question: Is the number of tiny gray bicycles that are on the left side of the brown metal sedan greater than the number of things that are to the left of the tiny green bicycle?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: 如图是一株美丽的勾股树，其中所有四边形都是正方形，所有的三角形都是直角三角形，若正方形A、B的面积分别为5、3，则最大正方形C的面积是（）
Choices:
A. 15
B. 13
C. 11
D. 8
Answer: 8
Problem: <image>Question: Which object comes next?
Choices:
A. A
B. B
C. C
D. D
E. E
Answer: E
Problem: <image>Question: Subtract all red things. Subtract all tiny matte balls. How many objects are left?
Answer: 5
Problem: <image>Question: Are there fewer metallic fighters than rubber objects?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: How many objects are preferred by more than 90 percent of people in at least one category?
Answer: 0
Problem: <image>Question: Is the number of tiny objects that are behind the small metal jet less than the number of tiny things left of the tiny sedan?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: Which organism with be most affected if algae was eliminated?
Choices:
A. Tilapia
B. Common water flea
C. Great diving beetle
D. Tadpole
Answer: Common water flea
Problem: <image>Question: How many items sold less than 5 units in at least one store?
Answer: 2
Problem: <image>Question: 如图，在Rt△ABC中，∠ACB＝90°，D是AB的中点，AB＝10，则CD的长为（）
Choices:
A. 5
B. 6
C. 8
D. 10
Answer: 5
Problem: <image>Question: The passage below describes an experiment. Read the passage and then follow the instructions below.

Linda applied a thin layer of wax to the underside of her snowboard and rode the board straight down a hill. Then, she removed the wax and rode the snowboard straight down the hill again. She repeated the rides four more times, alternating whether she rode with a thin layer of wax on the board or not. Her friend Bob timed each ride. Linda and Bob calculated the average time it took to slide straight down the hill on the snowboard with wax compared to the average time on the snowboard without wax.
Figure: snowboarding down a hill. Identify the question that Linda and Bob's experiment can best answer.
Choices:
A. Does Linda's snowboard slide down a hill in less time when it has a thin layer of wax or a thick layer of wax?
B. Does Linda's snowboard slide down a hill in less time when it has a layer of wax or when it does not have a layer of wax?
Answer: Does Linda's snowboard slide down a hill in less time when it has a layer of wax or when it does not have a layer of wax?
Problem: <image>Question: what is the highest amount this class measures?
Answer: 400
Problem: <image>Question: Is the sum of smallest two bar is greater then the largest bar?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Fill in the blank to describe the model. The model has 4 dots divided into 2 equal groups. There are (_) dots in each group.
Answer: 2
Problem: <image>Question: How many people in the image were born after the end of World War II?
Answer: 0
Problem: <image>Question: The derivative of f(x) at x=2 is ____ that at x=5
Choices:
A. larger than
B. equal to
C. smaller than
Answer: equal to
Problem: <image>Question: Is Periwinkle the maximum?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: Is Medium Periwinkle the smoothest?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: Is Black greater than Deep Sky Blue?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 11
Problem: <image>Question: $\overline{AB}$ is a diameter, $AC=8$ inches, and $BC=15$ inches. Find the radius of the circle.
Choices:
A. 7.5
B. 8
C. 8.5
D. 17
Answer: 8.5
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 4
Problem: <image>Question: As shown in the figure, the two chords AB and CD in the circle intersect at E, ∠D = 35.0, ∠AEC = 105.0, then ∠C = ()
Choices:
A. 60°
B. 70°
C. 80°
D. 85°
Answer: 70°
Problem: <image>Question: Are there more big red rubber double buss in front of the large red double bus than big green things?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: 如图，在ABCD中，AB＝AC，∠CAB＝40°，则∠D的度数是（）
Choices:
A. 40°
B. 50°
C. 60°
D. 70°
Answer: 70°
Problem: <image>Question: Use a sector paper sheet with a central angle of 120.0 and a radius of 6.0 to roll into a conical bottomless paper cap (as shown in the picture), then the bottom perimeter of the paper cap is ()
Choices:
A. 2πcm
B. 3πcm
C. 4πcm
D. 5πcm
Answer: 4πcm
Problem: <image>Question: Is this function continuous at each point?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: 如图，AB是⊙O的直径，EF，EB是⊙O的弦，点E是FEB的中点，EF与AB交于点C，连接OF，若∠AOF＝40°，则∠F的度数是（）
Choices:
A. 20°
B. 35°
C. 40°
D. 55°
Answer: 35°
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 9
Problem: <image>Question: What is the limit as x approaches -1?
Answer: 3
Problem: <image>Question: How many bars have values smaller than 6?
Answer: 0
Problem: <image>Question: Is this function odd or even?
Choices:
A. odd
B. even
Answer: odd
Problem: <image>Question: Subtract all brown blocks. Subtract all large blue rubber things. How many objects are left?
Answer: 7
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 7
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 8
Problem: <image>Question: Use the graph to answer the question below. Which month is the wettest on average in Christchurch?
Choices:
A. August
B. April
C. May
Answer: May
Problem: <image>Question: Chase wants to buy 4 kilograms of oval beads and 5 kilograms of star-shaped beads. How much will he spend? (Unit: $)
Answer: 18
Problem: <image>Question: An administrator at the Department of Motor Vehicles (DMV) tracked the average wait time from month to month. According to the table, what was the rate of change between August and September? (Unit: minutes per month)
Answer: -3
Problem: <image>Question: What would happen to the population of adult spiders if predator ate all the spider eggs?
Choices:
A. Adult spider population would remain the same
B. Adult spider population would double.
C. Adults spider population would decrease
D. Adult spider population would increase.
Answer: Adults spider population would decrease
Problem: <image>Question: Subtract all rubber balls. Subtract all yellow shiny things. How many objects are left?
Answer: 6
Problem: <image>Question: Find $m \angle 3$.
Choices:
A. 28
B. 38
C. 52
D. 62
Answer: 38
Problem: <image>Question: What is the sum of the digits on either end of the sign in the corner?
Answer: 0
Problem: <image>Question: Based on the food web, what would likely happen if the number of large roach would decrease?
Choices:
A. The population of steelheads would decrease.
B. The population of stickleback fry would increase.
C. The population of predatory insects would increase.
D. The population of predatory insects would decrease.
Answer: The population of predatory insects would decrease.
Problem: <image>Question: Is the number of gray rubber objects in front of the small yellow aeroplane greater than the number of big cyan matte fighters?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: Subtract all big red metallic spheres. Subtract all big brown matte things. How many objects are left?
Answer: 6
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 1
Problem: <image>Question: In the figure above, the ratio of the length of line AB to the length of line AC is 2 : 5. If AC = 25, what is the length of line AB?
Choices:
A. 8
B. 10
C. 15
D. 18
E. 20
Answer: 10
Problem: <image>Question: 如图，一块直角三角板60°的角的顶点A与直角顶点C分别在两平行线FG，DE上，斜边AB平分∠CAG，交直线DE于点H，则∠BCH的大小为（）
Choices:
A. 60°
B. 45°
C. 30°
D. 25°
Answer: 30°
Problem: <image>Question: What is the perimeter of the rectangle?
Answer: 6
Problem: <image>Question: Subtract all small balls. Subtract all blue rubber things. How many objects are left?
Answer: 2
Problem: <image>Question: Does Firebrick have the maximum area under the curve?
Choices:
A. yes
B. no
Answer: yes
Problem: <image>Question: As shown in the figure, AB is the diameter of ⊙O, CD is the chord of ⊙O, ∠ADC = 26.0, then the degree of ∠CAB is ()
Choices:
A. 26°
B. 74°
C. 64°
D. 54°
Answer: 64°
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 22
Problem: <image>Question: Is Coral the roughest?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: 如图，E，F分别是菱形ABCD的边AB，AD的中点，且AB＝5，AC＝6．则EF的长为（）
Choices:
A. 4
B. 5
C. 5.5
D. 6
Answer: 4
Problem: <image>Question: Subtract all red matte cubes. Subtract all small green metal objects. How many objects are left?
Answer: 7
Problem: <image>Question: The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
Choices:
A. neither; the samples have the same temperature
B. sample A
C. sample B
Answer: sample A
Problem: <image>Question: is f(3) > 0?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: Choose the answer for the missing picture.
Choices:
A. A
B. B
C. C
D. D
E. E
F. F
Answer: A
Problem: <image>Question: What is the perimeter of the square?
Answer: 16
Problem: <image>Question: 将一根长度为16cm自然伸直的弹性皮筋AB两端固定在水平的桌面上，然后把中点C竖直向上拉升6cm至D点（如图），则该弹性皮筋被拉长了（）
Choices:
A. 2cm
B. 4cm
C. 6cm
D. 8cm
Answer: 4cm
Problem: <image>Question: Subtract all big matte balls. Subtract all green rubber objects. How many objects are left?
Answer: 7
Problem: <image>Question: What is the perimeter of the rectangle?
Answer: 18
Problem: <image>Question: A real estate agent drove around the neighborhood and counted the number of houses on each block. How many blocks have exactly 36 houses? (Unit: blocks)
Answer: 1
Problem: <image>Question: Complete the matrix.
Choices:
A. A
B. B
C. C
D. D
E. E
F. F
Answer: D
Problem: <image>Question: What is the difference of largest and smallest bar?
Answer: 47.6
Problem: <image>Question: Is Sky Blue less than Web Maroon?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: What happens to fish if pelicans increase?
Choices:
A. decrease
B. nothing
C. increase
D. none of the above
Answer: decrease
Problem: <image>Question: Which year showed the largest difference in the data points between the two lines
Answer: 2019
Problem: <image>Question: Find the missing value.
Answer: 8
Problem: <image>Question: As shown in the figure, points A, B, C, and D are on circle O, and point E is on the extended line of AD. If ∠ABC = 60.0, then the degree of ∠CDE is ()
Choices:
A. 30°
B. 45°
C. 60°
D. 70°
Answer: 60°
Problem: <image>Question: According to the food web, what will happen if all the algae died due to pesticides?
Choices:
A. Crabs and limpets will decrease
B. Dolphins will increase
C. Sea gulls will become extinct
D. Star fish will increase
Answer: Crabs and limpets will decrease
Problem: <image>Question: What is the value of r at theta=3*pi/2?
Answer: -1
Problem: <image>Question: A square is inscribed in a circle of area 18$\pi$ square units. Find the length of a side of the square.
Choices:
A. 3
B. 3 \sqrt 2
C. 6
D. 6 \sqrt 2
Answer: 6
Problem: <image>Question: Is the number of shiny buss less than the number of matte things?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: ABCD is a square. Inscribed Circle center is O. Find the the angle of ∠AMK. Return the numeric value.
Answer: 130.9
Problem: <image>Question: How many countries have people working for more than 35 hours over the years?
Answer: 2
Problem: <image>Question: Which model has the highest Acc score when Pretrain Loss is equal to 1.80?
Choices:
A. ICL
B. SFT
C. SFT 1/8
D. RFT k=100
E. RFT k=25
F. RET k=6
G. RFT U13B
Answer: RFT U13B
Problem: <image>Question: Look at the table. Then answer the question. At a price of $790, is there a shortage or a surplus?'
Choices:
A. shortage
B. surplus
Answer: surplus
Problem: <image>Question: A square is tangent to a line at point P in the figure above. What is the value of x?
Answer: 30
Problem: <image>Question: How many miles per gallon do an average city bus get?
Answer: 25
Problem: <image>Question: Subtract all yellow matte blocks. Subtract all tiny brown cylinders. How many objects are left?
Answer: 5
Problem: <image>Question: Is the number of brown suvs less than the number of brown rubber school buss?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Do the windows have a geometric shape that most houses have?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: What's the computing and wirless total for semiconductor demand in 2014?
Answer: 197.3
Problem: <image>Question: 如图，D为△ABC内一点，CD平分∠ACB，BD⊥CD，∠A＝∠ABD，若∠DBC＝54°，则∠A的度数为（）
Choices:
A. 36°
B. 44°
C. 27°
D. 54°
Answer: 27°
Problem: <image>Question: As shown in the figure, the straight lines AB and CD intersect at point O, OD bisects ∠AOE, ∠BOC = 50.0, then ∠EOB = ()
Choices:
A. 50°
B. 60°
C. 70°
D. 80°
Answer: 80°
Problem: <image>Question: How many times Dissatisfied more than satisfied?
Answer: 3.9
Problem: <image>Question: How many algorithms have accuracies higher than 9?
Answer: 0
Problem: <image>Question: Find the value of the square in the figure.
Answer: 2
Problem: <image>Question: Which cat is larger?
Choices:
A. white five
B. white three
C. white four
D. white one
E. white two
Answer: white one
Problem: <image>Question: What is the sum of all the values in the ruling group?
Answer: 12
Problem: <image>Question: Which shape is most erect?
Choices:
A. Lanceolate
B. Heart-shaped
C. Linear
D. Spatulate
Answer: Linear
Problem: <image>Question: The shape is made of unit squares. What is the area of the shape?
Answer: 6
Problem: <image>Question: Subtract all small purple matte blocks. Subtract all blocks. How many objects are left?
Answer: 2
Problem: <image>Question: What is the fraction of females facing the camera?
Answer: 0.8
Problem: <image>Question: Does Dark Violet have the minimum area under the curve?
Choices:
A. yes
B. no
Answer: yes
Problem: <image>Question: How many bars have values smaller than 1?
Answer: 0
Problem: <image>Question: What time is shown? Answer by typing a time word, not a number. It is (_) past six.
Choices:
A. half
B. quarter
C. o'clock
D. quarter to
E. quarter past
Answer: quarter
Problem: <image>Question: Find out the average of the bottom two countries ??
Answer: 51.04
Problem: <image>Question: Subtract all tiny balls. Subtract all green metallic things. How many objects are left?
Answer: 5
Problem: <image>Question: Is the sum of two lowest bar is greater then the largest bar?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Subtract all big gray matte things. Subtract all small metallic cylinders. How many objects are left?
Answer: 5
Problem: <image>Question: Is the number of big cyan airliners less than the number of gray shiny utility bikes?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: How many baseballs are there?
Answer: 20
Problem: <image>Question: In the figure, KL is tangent to $\odot M$ at K. Find the value of x.
Choices:
A. 6.00
B. 9.45
C. 18.9
D. 37.8
Answer: 9.45
Problem: <image>Question: What is the age gap between these two people in image?
Answer: 3
Problem: <image>Question: Which leaf has the most veins?
Choices:
A. Acuminate
B. Truncate
C. Mucronate
D. Acute
Answer: Acuminate
Problem: <image>Question: What is the range of this function?
Choices:
A. [0, 2]
B. [3, 2]
C. [2, 4]
D. [-3, 4]
Answer: [0, 2]
Problem: <image>Question: What is the maximum value of this function?
Answer: 1
Problem: <image>Question: As shown in the figure, P is a point outside ⊙O, PA and PB intersect ⊙O at two points C and D respectively. It is known that the central angles of ⁀AB and ⁀CD are 90.0 and 50.0 respectively, then ∠P = ()
Choices:
A. 45°
B. 40°
C. 25°
D. 20°
Answer: 20°
Problem: <image>Question: What is the degree of this function?
Answer: 3
Problem: <image>Question: In trying to calculate how much money could be saved by packing lunch, Manny recorded the amount he spent on lunch each day. According to the table, what was the rate of change between Wednesday and Thursday? (Unit: $, per day)
Answer: 5
Problem: <image>Question: Are there fewer yellow regular buss than small yellow metallic school buss?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: The diagram represents successive rotations, starting from the top down. Which shape comes next?
Choices:
A. A
B. B
C. C
D. D
E. E
Answer: D
Problem: <image>Question: This type of leaf arrangement consists of at least three leaves attached to a node.
Choices:
A. Whorled
B. Simple
C. Opposite
D. Alternate
Answer: Whorled
Problem: <image>Question: What happens if caterpillars decrease?
Choices:
A. plants decrease
B. plants increase
C. nothing happens
D. none of the above
Answer: plants increase
Problem: <image>Question: What is the age gap between the leftmost and the rigtmost person?
Answer: 9
Problem: <image>Question: How much more accurate is the most accurate algorithm compared the least accurate algorithm?
Answer: 5
Problem: <image>Question: Subtract all large metal blocks. Subtract all yellow cylinders. How many objects are left?
Answer: 6
Problem: <image>Question: Move the ruler to measure the length of the twig to the nearest inch. The twig is about (_) inches long.
Answer: 3
Problem: <image>Question: How many bars have value below 40?
Answer: 3
Problem: <image>Question: 如图，在4×4的正方形网格中，每个小正方形的边长均为1，点A，B，C都在格点上，AD⊥BC于D，则AD的长为（）
Choices:
A. 1
B. 1.5
C. 2
D. \frac{7}{3}
Answer: 2
Problem: <image>Question: In how many years, is the merchandise exports greater than 0.92 %?
Answer: 4
Problem: <image>Question: People can use the engineering-design process to develop solutions to problems. One step in the process is testing if a potential solution meets the requirements of the design.
The passage below describes how the engineering-design process was used to test a solution to a problem. Read the passage. Then answer the question below.

Cooper was a landscape architect who was hired to design a new city park. The city council wanted the park to have space for outdoor concerts and to have at least 20% of the park shaded by trees. Cooper thought the concert area should be at least 150 meters from the road so traffic noise didn't interrupt the music. He developed three possible designs for the park with the concert area in a different location in each design. Then, he tested each design by measuring the distance between the road and the concert area.
Figure: studying an architect's design. Which of the following could Cooper's test show?
Choices:
A. if at least 20% of the park would be shaded by trees in each design
B. which design would have the least traffic noise in the concert area
C. which design would have the greatest distance between the concert area and the road
Answer: which design would have the greatest distance between the concert area and the road
Problem: <image>Question: Is the number of buss that are in front of the big yellow aeroplane less than the number of matte bicycles that are on the right side of the tiny thing?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: What is the difference between the highest and the lowest value of blue bar?
Answer: 64
Problem: <image>Question: Is the function (f: R to R) injective?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Is the sandwich cut in half?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: Does Indigo have the lowest value?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: Which food has the least carbs?
Choices:
A. soup
B. water
C. sandwich
D. buns
Answer: soup
Problem: <image>Question: As shown in the figure, AB is a long ladder leaning on the wall, the foot of the ladder B is away from the wall 1.6, the point D on the ladder is away from the wall 1.4, the length of BD is 0.55, then the length of the ladder is ()
Choices:
A. 3.85米
B. 4.00米
C. 4.40米
D. 4.50米
Answer: 4.40米
Problem: <image>Question: Is it split in half?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: As shown in the figure, in the parallelogram ABCD, CE bisects ∠BCD and it intersects the AD edge at point E, and DE = 3.0, then the length of AB is ()
Choices:
A. 1
B. 2
C. 3
D. 6
Answer: 3
Problem: <image>Question: Natalie buys 4.6 kilograms of turmeric. What is the total cost? (Unit: $)
Answer: 13.8
Problem: <image>Question: Can you find the missing term?
Answer: 10
Problem: <image>Question: Kimberly's classmates revealed how many science articles they read. What is the range of the numbers?'
Answer: 4
Problem: <image>Question: The diagrams below show two pure samples of gas in identical closed, rigid containers. Each colored ball represents one gas particle. Both samples have the same number of particles. Compare the average kinetic energies of the particles in each sample. Which sample has the higher temperature?
Choices:
A. neither; the samples have the same temperature
B. sample B
C. sample A
Answer: sample B
Problem: <image>Question: Which leaf shape has the smallest base?
Choices:
A. Hastate
B. Cordate
C. Sagittate
D. Decurrent
Answer: Decurrent
Problem: <image>Question: 如图，直线l1∥l2，∠1＝50°，∠2＝75°，则∠3＝（）
Choices:
A. 55°
B. 60°
C. 65°
D. 70°
Answer: 55°
Problem: <image>Question: As shown in the figure, points A, B, and C are three points on ⊙O, and the straight line CD and ⊙O are tangent to point C. If ∠DCB = 40.0, then the degree of ∠CAB is ()
Choices:
A. 40°
B. 50°
C. 80°
D. 100°
Answer: 40°
Problem: <image>Question: When does the function reach its local maximum?
Choices:
A. (u1, u2) = (0, 0)
B. (u1, u2) = (1, 0)
C. (u1, u2) = (0, 1)
D. (u1, u2) = (1, 1)
Answer: (u1, u2) = (0, 0)
Problem: <image>Question: 如图，直线l1∥l2，将含30°角的直角三角板按如图方式放置，直角顶点在l2上，若∠1＝76°，则∠2＝（）
Choices:
A. 36°
B. 45°
C. 44°
D. 64°
Answer: 44°
Problem: <image>Question: What would be impacted by an increase in owls?
Choices:
A. sun
B. grasshoppers
C. grass
D. mice
Answer: mice
Problem: <image>Question: Is this an odd function?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Does Web Green have the minimum area under the curve?
Choices:
A. yes
B. no
Answer: yes
Problem: <image>Question: What is the limit of the as x approaches 1 from the left side?
Answer: 4
Problem: <image>Question: What number is shown?
Answer: 9335
Problem: <image>Question: What is the difference between two consecutive major ticks on the Y-axis ?
Answer: 100
Problem: <image>Question: Find x.
Choices:
A. 10
B. 11
C. 12
D. 13
Answer: 12
Problem: <image>Question: What is the sum of the two numbers visible in the picture?
Answer: 71
Problem: <image>Question: The bird watcher counted the number of birds in each flock that passed overhead. How many flocks had at least 17 birds but fewer than 33 birds? (Unit: flocks)
Answer: 4
Problem: <image>Question: What number is shown?
Answer: 7519
Problem: <image>Question: As shown in the figure, in ▱ABCD, CE ⊥ AB, point E is the foot of perpendicular, if ∠D = 55.0, then ∠BCE = ()
Choices:
A. 55°
B. 35°
C. 25°
D. 30°
Answer: 35°
Problem: <image>Question: Subtract all cyan rubber cylinders. Subtract all tiny shiny cubes. How many objects are left?
Answer: 6
Problem: <image>Question: Which Shape is missing?
Choices:
A. A
B. B
C. C
D. D
E. E
F. F
Answer: B
Problem: <image>Question: What is the biggest zero of this function?
Answer: 2
Problem: <image>Question: Given that the Hue-Saturation subspace shown in Fig. Q2 is a perfect circle and that colors A, B and C can be represented as the 3 points shown in the subspace. Which color has the smallest saturation coefficient?
Choices:
A. (c)
B. (a)
C. (e)
D. (d)
E. (b)
Answer: (b)
Problem: <image>Question: What is the difference between two consecutive major ticks on the Y-axis ?
Answer: 5
Problem: <image>Question: f(-1) is ____ f(0).
Choices:
A. larger than
B. equal to
C. smaller than
Answer: smaller than
Problem: <image>Question: How many cinnamon rolls are there?
Answer: 20
Problem: <image>Question: Is Light Seafoam less than Dark Salmon?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: Is the number of small rubber buss behind the big green road bike less than the number of suvs that are behind the large brown matte truck?
Choices:
A. Yes
B. No
Answer: No
Problem: <image>Question: Are there fewer tiny cyan suvs that are behind the aeroplane than cyan utility bikes?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: What is the sum of accuracies of the algorithm liver for all the datasets?
Answer: 24
Problem: <image>Question: Find $RS$ if $\triangle QRS$ is an equilateral triangle.
Choices:
A. 0.5
B. 1
C. 1.5
D. 2
Answer: 2
Problem: <image>Question: Is the number of brown tandem bikes that are to the left of the small blue matte car greater than the number of tiny blue biplanes?
Choices:
A. Yes
B. No
Answer: Yes
Problem: <image>Question: 如图，点A、C在∠FBD的两条边BF、BD上，BE平分∠FBD，CE平分∠ACD，连接AE，若∠BEC＝35°，则∠FAE的度数为（）
Choices:
A. 35°
B. 45°
C. 55°
D. 65°
Answer: 55°
Problem: <image>Question: 如图，在ABCD中，已知AC＝4cm，若△ACD的周长为14cm，则ABCD的周长为（）
Choices:
A. 14cm
B. 28cm
C. 10cm
D. 20cm
Answer: 20cm
Problem: <image>Question: Subtract all tiny brown cylinders. Subtract all tiny brown objects. How many objects are left?
Answer: 6
Problem: <image>Question: Which option is correct?
Choices:
A. A
B. B
C. C
Answer: C
Problem: <image>Question: Is Web Green greater than Yellow?
Choices:
A. yes
B. no
Answer: no
Problem: <image>Question: Subtract all brown cubes. Subtract all gray cylinders. How many objects are left?
Answer: 4
Problem: <image>Question: How many bars have values smaller than 0?
Answer: 0
Problem: <image>Question: An image has the gray level PDF $p_r(r)$ shown in Fig. Q1a. One wants to do histogram specification SO that the processed image will have the specified $p_z(z)$ shown in Fig. Q1b. Can we use intensity mapping function $T: z=1-r$ to achieve the goal?
Choices:
A. True
B. False
Answer: False
Problem: <image>Question: As shown in the figure, CD is a plane mirror, the light is emitted from point A, reflected by point E on CD, and irradiated to point B. If the incident angle is α, AC ⊥ CD, BD ⊥ CD, the feet of perpendicular are C, D, and AC = 3.0, BD = 6.0, CD = 10.0, then the length of the line segment ED is ()
Choices:
A. \frac{20}{3}
B. \frac{10}{3}
C. 7
D. \frac{14}{3}
Answer: \frac{20}{3}
Problem: <image>Question: What number is shown?
Answer: 9015
Problem: <image>Question: How many methods in the table achieve an A-847 score higher than 20.0?
Answer: 3
Problem: <image>Question: What is the lowest accuracy reported in the whole chart?
Answer: 1
Problem: <image>Question: Move the ruler to measure the length of the nail to the nearest inch. The nail is about (_) inches long.
Answer: 2
Problem: <image>Question: In how many years, is the volume of the air carriers in Ethiopia greater than the average volume of the air carriers in Ethiopia taken over all years ?
Answer: 4
Problem: <image>Question: As shown in the figure, the diameter CD of ⊙O crosses the midpoint G of chord EF, ∠DCF = 20.0, then ∠EOD is equal to ()
Choices:
A. 10°
B. 20°
C. 40°
D. 80°
Answer: 40°
Problem: <image>Question: Subtract all red things. Subtract all cylinders. How many objects are left?
Answer: 3
Problem: <image>Question: On average, how many people can commute on this vehicle?
Answer: 50
Problem: <image>Question: 如图，AB是⊙O的直径，C，D两点在⊙O上，∠BCD＝25°，则∠AOD的度数为（）
Choices:
A. 120°
B. 125°
C. 130°
D. 135°
Answer: 130°
Problem: <image>Question: 如图所示，在△ABC中，已知点D，E，F分别为边BC，AD，CE的中点，且S△ABC＝4cm2，则S△DEF等于（）
Choices:
A. 2cm2
B. 1cm2
C. 0.5cm2
D. 0.25cm2
Answer: 0.5cm2
Problem: <image>Question: How many sequences have negative Influence Scores?
Answer: 2
Problem: <image>Question: Calculate the missing value.
Choices:
A. 1
B. 2
C. 3
D. 4
Answer: 1
Problem: <image>Question: Figure 23-42 is a section of a conducting rod of radius $R_1=1.30 \mathrm{~mm}$ and length $L=$ $11.00 \mathrm{~m}$ inside a thin-walled coaxial conducting cylindrical shell of radius $R_2=10.0 R_1$ and the (same) length $L$. The net charge on the rod is $Q_1=+3.40 \times 10^{-12} \mathrm{C}$; that on the shell is $Q_2=-2.00 Q_1$. What is the magnitude $E$ of the electric field at radial distance $r=2.00 R_2$?
Answer: 0.21
Problem: <image>Question: Is Light Sky Blue the high median?
Choices:
A. yes
B. no
Answer: yes
Problem: <image>Question: What is the sum of all the values in the border group?
Answer: 19
Problem: <image>Question: What is the value of the smallest bar?
Answer: 3
Problem: <image>Question: 如图，在5×4的正方形网格中，每个小正方形的边长都是1，△ABC的顶点都在这些小正方形的顶点上，则tan∠BAC的值为（）
Choices:
A. \frac{4}{3}
B. 0.75
C. 0.6
D. 0.8
Answer: \frac{4}{3}
Problem: <image>Question: از سمت راست تصویر درب دوم چند شیشه بدون رنگ داره؟
Answer: 12
Problem: <image>Question: A statistician analyzed the number of runs scored by players last season. How many players scored more than 2 runs last season?'
Answer: 24
Problem: <image>Question: Find the scale factor from $Q$ to $Q'$.
Choices:
A. 2
B. 3
C. 4
D. 5
Answer: 3
Problem: <image>Question: What is the sum of the accuracies of the algorithms magic and secure?
Answer: 5
Problem: <image>Question: What is the age gap between the leftmost and the rigtmost person?
Answer: 5
Problem: <image>Question: What is the highest value in black line chart ?
Answer: 28.3
Problem: <image>Question: How many algorithms have accuracies higher than 2?
Answer: 6
Problem: <image>Question: Is Cornflower the minimum?
Choices:
A. yes
B. no
Answer: yes
Problem: <image>Question: In which year there was lowest per capita real gross domestic product of ohio?
Answer: 2001
Problem: <image>Question: In how many years, is the percentage of amount earned from merchandise imports in Canada greater than the average percentage of amount earned from merchandise imports in Canada taken over all years ?
Answer: 2
Problem: <image>Question: Layla went on a camping trip and logged the number of miles she hiked each day. What is the range of the numbers?'
Answer: 8
Problem: <image>Question: What percentage of people like the most preferred object in the whole chart?
Answer: 90
Problem: <image>Question: What is the degree of this function?
Answer: 2
Problem: <image>Question: Subtract all large red rubber blocks. Subtract all tiny red matte objects. How many objects are left?
Answer: 2
Problem: <image>Question: What is the value of the smallest bar?
Answer: 1
Problem: <image>Question: As shown in the figure, ⊙O is the circumscribed circle of the quadrilateral ABCD, if ∠O = 110.0, then the degree of ∠C is ()
Choices:
A. 125°
B. 120°
C. 105°
D. 90°
Answer: 125°