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What is a squashed cylinder called?
Depends which way you squash it - either a circle or a rectangle.
A squashed circle This shape has no straight edges?
A shape with no straight edges that can be described as looking like 'a squashed circle' is called an ellipse. This shape is also sometimes referred to as an oval.
A squashed circle?
OVAL!
What is a flat squashed circle called?
A circle is by definition 2-dimensional (flat). If you mean a circle that is wider in one direction than the other, than you are thinking of an ellipse.
A squashed circle that has no straight edges?
An oval
What is a sqashed circle called?
A squashed circle is called an elipse.
What is a squashed circle called when it has no straight edges?
An ellipse.
What is a squashed circle with no straight sides called?
An ellipse.
What is the name of a squashed circle?
The name of a squashed circle is an oval
What is a squashed cylinder called?
Depends which way you squash it - either a circle or a rectangle.
A squashed circle this has no straight edges?
Oval or ellispe is a shape like a slightly squashed circle.
A squashed circle This shape has no straight edges?
A shape with no straight edges that can be described as looking like 'a squashed circle' is called an ellipse. This shape is also sometimes referred to as an oval.
What is A squashed circle?
oval
A squashed circle?
OVAL!
What is the name of a squashed circle which has no straight edges?
A squashed circle with no straight edges is called an "ellipse." An ellipse is a geometric shape that resembles a flattened circle and is defined by its two focal points. The distance from any point on the ellipse to these focal points has a constant sum.
A squashed circlethis shape has no straight edges?
An ellipse is a shape that could be described as looking like 'a squashed circle.' With no straight edges, this shape is also called an oval.
What is a flat squashed circle called?
A circle is by definition 2-dimensional (flat). If you mean a circle that is wider in one direction than the other, than you are thinking of an ellipse.
