Table:
0
A
B
C
D
E
1
Rider
Manufacturer
Laps
Time/Retired
Grid
2
Casey Stoner
Ducati
27
41:12.244
3
3
Loris Capirossi
Ducati
27
+6.763
5
4
Valentino Rossi
Yamaha
27
+10.038
2
5
Dani Pedrosa
Honda
27
+11.663
1
6
Alex Barros
Ducati
27
+19.475
7
7
Randy de Puniet
Kawasaki
27
+27.313
6
8
John Hopkins
Suzuki
27
+29.243
14
9
Chris Vermeulen
Suzuki
27
+34.833
16
10
Colin Edwards
Yamaha
27
+35.073
11
11
Marco Melandri
Honda
27
+36.971
12
12
Carlos Checa
Honda
27
+37.721
13
13
Anthony West
Kawasaki
27
+38.426
10
14
Shinya Nakano
Honda
27
+47.430
8
15
Sylvain Guintoli
Yamaha
27
+54.324
9
16
Toni Elías
Honda
27
+1:10.471
18
17
Makoto Tamada
Yamaha
27
+1:12.904
15
18
Kurtis Roberts
KR212V
27
+1:13.020
19
19
Nicky Hayden
Honda
8
Retirement
4
20
Chaz Davies
Ducati
8
Retirement
17

Questions and formulas:
Question: What is the average grid with a number of laps smaller than 8?
Formula: AVERAGE(FILTER(E1, C1<8))
Formula2: AVERAGE(FILTER(E2:E20, C2:C20<8))
Level: easy
Question: What is the lowest grid with rider casey stoner and laps that are smaller than 27?
Formula: MIN(FILTER(E1, (A1="casey stoner")*(C1<27)))
Formula2: MIN(FILTER(E2:E20, (A2:A20="casey stoner")*(C2:C20<27)))
Level: easy
Question: What is the total grid number with laps that are larger than 27?
Formula: SUM(FILTER(E1, C1>27))
Formula2: SUM(FILTER(E2:E20, C2:C20>27))
Level: easy
Question: What is the lowest number of laps with a time/retired of +38.426?
Formula: MIN(FILTER(C1, D1=38.426))
Formula2: MIN(FILTER(C2:C20, D2:D20=38.426))
Level: easy
Question: What is the sum of laps that has a time/retired that is +19.475?
Formula: SUM(FILTER(C1, D1=19.475))
Formula2: SUM(FILTER(C2:C20, D2:D20=19.475))
Level: easy