Question

Given BG = EH and GC = HF, prove BC = EF.

A) The information provided is not sufficient to prove BC = EF.
B) BC = EH + HF
C) BC = BG + GC
D) BC = EH + GC

Answer 1

To prove BC = EF, we can substitute the given values and express BC in terms of the given values. The correct answer is D) BC = EH + GC.

Step-by-step explanation:

Given BG = EH and GC = HF, we need to prove BC = EF.

Using the given information, we can rewrite BG and GC as EH and HF respectively.

By substituting these values into the equation BC = BG + GC, we have BC = EH + HF.

Therefore, the correct answer is D) BC = EH + GC.