Given: line CB || line ED; line CB = line ED Prove: triangle CBF = triangle

gainejavima

gainejavima

Answered question

2021-11-20

Given: line CB || line ED; line CB = line ED
Prove: triangle CBF = triangle EDF using isometric (rigid) transformations outline the necessary transformations to prove triangle CBF = triangle EDF using a paragraph sure to name specific sides or angles used in the transformation and any congruency statements.

Answer & Explanation

Troy Lesure

Troy Lesure

Beginner2021-11-21Added 26 answers

Step 1
Given information:
leCBleED,leCBle=EDle.

Step 2 Calculation:
From the above figure,
Angle3= Angle4 (vertical opposite Angles).
Angle2= Angle5 (alternate interior Angles).
Side CB=ED (given)
Angle-angle side congruency.
CBF=EDF
Thus,theCBF=DEF.

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