a prism is constructed from two parallel and congruent regular polygons. with vertices joined by edges of length equal to that of the polygons a pyramid has a square base and has 4 triangle joining at a vertex above the centre of the square base. the triangles are isosceles triangles (and can even be equilateral)
what is the similarities between primary and secondary data
They are both triangles. And both have acute angles
They are both 3d and they both form triangles on the sides to come up and make a point
There is not enough information about the triangles to be able to answer the question.
ersy
AAA, or angle angle angle, is a postulate used to prove the similarities of two triangles. If there exists a correspondence between the vertices of two triangles such that the three angles of one triangle are congruent to the corresponding angles of the other triangle, then the triangles are similar. (AAA)
Oh, dude, basketball and ring-ball are like distant cousins at a family reunion - they both involve throwing a ball into a hoop, so that's a start. They both require some level of hand-eye coordination, and, like, you can totally play them with friends for a good time. But hey, don't stress too much about it, it's not like they're twins separated at birth or anything.
what is the similarities between the ulna and the radius
similarities
compare and contrast between triangles and a trapezoid
what are the similarities between network switch and a hub
There are zero similarities between the two.
similarities between kangaroo and human
What are the similarities between cheek and onion cells?"
There are zero similarities between the two.
a prism is constructed from two parallel and congruent regular polygons. with vertices joined by edges of length equal to that of the polygons a pyramid has a square base and has 4 triangle joining at a vertex above the centre of the square base. the triangles are isosceles triangles (and can even be equilateral)