![]() Two Shapes mathematically will be considered to be congruent shapes : Let’s learn about congruent shapes in detail below Definition In the case of geometric shapes, position vectors with the same length or radius are congruent, and angles with the same estimate are congruent. Their shapes and all elements are the same. Two shapes or objects are called congruent if they coincide with each other. Congruence is the term that is used to explain an object and its mirror image as a whole. The actual meaning of congruent in math is when two shapes are similar to each other based on their shapes،size and angles in the case of the triangle. We can find the congruence of the triangle by finding only three values either sides or angles. But it is not necessary to find all six values to prove the triangle is congruent. We have four congruence rules to prove that two triangles are congruent. The corresponding side of the triangle and angles of the triangle for congruent triangles will be equal to each other. If rearranged, they match with each other, having the same shape and size and equal angles. These congruent triangles can be rotated, slides, twisted, and turned to seem the same. The concept of congruence in triangles will be defined as if two triangles are said to be congruent if all three corresponding sides of a triangle are equal and also all three corresponding angles are equal in measure. In other words, we can say about the congruent that if the mirror image of one shape is the same as the other shape. Two shapes are said to be congruent shapes if they have a similar shape and similar size. The word congruent describes those shapes and figures that can be transferred or twisted to match with the other shapes. Some Theorems for the Congruence of Trianglesīefore learning about congruent shapes, we have to learn first about the meaning of congruent in Mathematical Geometry.Which things make two shapes "congruent"?.
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