The fact that corresponding angles are congruent does not require corresponding sides to be proportional - except in the case of a triangle.
For quadrilaterals, think of a square and rectangle.
It has 12 congruent edges
Well the answer is: You have to know the side length first and then................... Well I'll type it laterGood luck.Teacher: Ms.L
4
In a tessellation a number of polygons meet at a point. If n polygons meet, then there will be n vertices. These must add up to 360 degrees so that the tessellation does not leave holes. So the interior angles of the polygon must be a factor of 360 degrees. Interior angle of an equilateral triangle = 60 deg = 360/6 and so it will tessellate; Interior angle of a square = 90 deg = 360/4 and so it will tessellate; Interior angle of a regular pentagon = 108 deg which is not a factor of 360 and so it will not tessellate; etc.
3 vertices
The angles, sides and vertices that are in the same location in congruent figures.
Yes, polygons have the same number of sides and vertices.
A prism is a generic term. It describes a solid shape bounded by two congruent polygons (with n sides each), and n rectangles joining them together. The prism is names after the shape of the two polygons. A prism with an n-sided polygon as base has 2n vertices.
Polygons for example
A polyhedron with lateral faces that are rectangles is a prism. In a prism, the two bases are congruent polygons, and the lateral faces are formed by connecting the corresponding vertices of the bases with rectangular faces. The specific type of prism is named based on the shape of its bases, such as triangular prism, rectangular prism, or pentagonal prism.
congruent
Just for simple polygons with integral vertices.
A pentagon has 5 vertices. It is one of the few polygons that has an equal number of vertices and sides.
A cube always has six congruent faces and eight vertices.
...CUBE hAS 6 CONGRuent faceS ,8 vertices and 12 EDGES
From Wikipedia:A Platonic solid is a convex polyhedron that is regular, in the sense of a regular polygon. Specifically, the faces of a Platonic solid are congruent regular polygons, with the same number of faces meeting at each vertex. Moreover, all its edges are congruent, as are its vertices and angles.
None.But all polygons have the same number of sides as vertices.