△ DEF and △ GHI are congruent under the correspondence DEF ↔ GIH . Write the part of △ GIH that correspond to ∠ E .

Let us draw △ DEF and △ GIH , If the correspondence is given as DEF ↔ GIH , then D ↔ G , E ↔ I , and F ↔ H Congruence of triangles: Two triangles are said to be congruent if all three corresponding sides are equal and all the three corresponding angles are equal in measure. Corresponding angles: ∠ D in △ DEF corresponds to ∠ G in △ GIH . ∠ E in △ DEF corresponds to ∠ I in △ GIH . ∠ F in △ DEF corresponds to ∠ H in △ GIH . Hence, In the correspondence DEF ↔ GIH , the angle that corresponds to ∠ E is ∠ I .

△ DEF and △ GHI are congruent under the correspondence DEF ↔ GIH . Write the part of △ GIH that correspond to ∠ F .

Let us draw △ DEF and △ GIH , If the correspondence is given as DEF ↔ GIH , then D ↔ G , E ↔ I , and F ↔ H Congruence of triangles: Two triangles are said to be congruent if all three corresponding sides are equal and all the three corresponding angles are equal in measure. Corresponding angles: ∠ D in △ DEF corresponds to ∠ G in △ GIH . ∠ E in △ DEF corresponds to ∠ I in △ GIH . ∠ F in △ DEF corresponds to ∠ H in △ GIH . Hence, In the correspondence DEF ↔ GIH , the angle that corresponds to ∠ F is ∠ H .

△ DEF and △ GHI are congruent under the correspondence DEF ↔ GIH . Write the part of △ GIH that correspond to DF .

Let us draw △ DEF and △ GIH , If the correspondence is given as DEF ↔ GIH , then D ↔ G , E ↔ I , and F ↔ H . Congruence of triangles: Two triangles are said to be congruent if all three corresponding sides are equal and all the three corresponding angles are equal in measure. Corresponding sides: Side DE in △ DEF corresponds to side GI in △ GIH . Side DF in △ DEF corresponds to side GH in △ GIH . Side EF in △ DEF corresponds to side IH in △ GIH Hence, In the correspondence DEF ↔ GIH , the side corresponding to DF is GH .

△ DEF and △ GHI are congruent under the correspondence DEF ↔ GIH . Write the part of △ GIH that correspond to EF .

Let us draw △ DEF and △ GIH , If the correspondence is given as DEF ↔ GIH , then D ↔ G , E ↔ I , and F ↔ H . Congruence of triangles: Two triangles are said to be congruent if all three corresponding sides are equal and all the three corresponding angles are equal in measure. Corresponding sides: Side DE in △ DEF corresponds to side GI in △ GIH . Side DF in △ DEF corresponds to side GH in △ GIH . Side EF in △ DEF corresponds to side IH in △ GIH Hence, In the correspondence DEF ↔ GIH , the side corresponding to EF is IH .

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Maths Express 7>Chapter 14 - Congruence of Triangles>Solved example

Solved example

Author:Jayashree Vipin

Jayashree Vipin Mathematics Solutions for Exercise - Solved example

Simple step-by-step solutions to Solved example questions of Congruence of Triangles from Maths Express 7. Also get 3D topic explainers, cheat sheets, and unlimited doubts solving on EMBIBE.