Assertion: ellipse | /r/HasProperty | circle
Facets:
value: simply
type: DEGREE
value: by the way
type: OTHER
value: with more abilities
type: OTHER
Source sentences:
text: An ellipse with equal axes ( a = b {\displaystyle a=b} ) has zero eccentricity, and is a circle.
text: (If a = b {\displaystyle a=b} , the ellipse is a circle and "conjugate" means "orthogonal".)
text: Try bringing the two focus points together (so the ellipse is a circle) ...
text: Continuing that process, if we let c = 0 (so the foci are actually at the center), this would correspond to e = 0 , with the ellipse really being a circle.
text: If they are at the same location, the ellipse is a circle.
text: An ellipse is basically a circle that has been squished either horizontally or vertically.
text: An ellipse with an equal width and height is a circle.
text: If they are equal in length then the ellipse is a circle.
text: The eccentricity is necessarily between 0 and 1; it is zero if and only if a =b, in which case the ellipse is a circle.
text: An ellipse with equal width and height is a circle.
text: If the ellipse has equal major and minor axes, it is a circle and the circumference is obvious.
text: Some authors have suggested reversing the relationship between circle and ellipse, on the grounds that an ellipse is a circle with more abilities.
text: , the ellipse is a circle, and the perimeter is (62.832... in our example).
text: If the eccentricity of an ellipse were 0 (which it cannot be), that ellipse would be a circle.
text: ( − 3 , 0 ) , ( − 3 , 6 ) , Focus ( − 3 , 3 ) Note that this ellipse is a circle.
text: An ellipse is basically a circle that has been squished either horizontally or vertically.
text: If they are equal in length then the ellipse is a circle.
text: If the two foci are on the same spot, the ellipse is a circle.
text: An ellipse is simply a circle seen in perspective.
text: An ellipse is simply a circle seen in perspective.
text: The ellipse is now a circle.
text: An ellipse with equal width and height is a circle.
text: If b = a , the ellipse is a circle and if b = 0, the ellipse is a straight line. ...
text: If = , the ellipse is a circle and if = 0, the ellipse is a straight line.
text: The eccentricity is necessarily between 0 and 1; it is zero if and only if $ a=b $ , in which case the ellipse is a circle.
text: An ellipse with eccentricity=0 is a circle.
text: Is an Ellipse a circle?
text: By the way: if #a=b# , then the "ellipse" is a circle.
text: The ellipse is also a symmetric figure like a circle but is four-way symmetry rather than eight-way.
text: An ellipse is in the shape of an oval and many see it is a circle that has been squashed either horizontally or vertically.
text: An ellipse with eccentricity=0 is a circle.