Each cone has only one base so there is nothing for it to be congruent with!
Yes, the bases of all right circular cones are circles. However, cones can also have non-circular bases, such as elliptical or polygonal bases, which are classified as oblique cones. In general, when referring to cones in a mathematical context, they are typically understood to have circular bases.
No.
Yes, the vertices of all cones are single points and, since points are geometric entities with 0 dimensions, they are all congruent.
Yes
Most things do not have two congruent parallel bases. I do not, by desk does not, my lap top does not, etc etc.
Cones, pyramids, and spheres don't, and I'll bet I could name even more if I thought about it.
cones have no congruent sides cause they dont have sides
Yes, the bases of all right circular cones are circles. However, cones can also have non-circular bases, such as elliptical or polygonal bases, which are classified as oblique cones. In general, when referring to cones in a mathematical context, they are typically understood to have circular bases.
it is a congruent
A prism has two congruent parallel bases.
cones have round bases
No.
Both a cylinder and a prism can have parallel and congruent bases.
False. Cylinders and cones are not just polyhedrons with circular bases.
It depends on the prism but cones will always have one.
A rectangular prism has congruent bases and parallelograms as lateral surfaces.
No. The other two sides are congruent.