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Triangle HFG has been dilated with point H as the center of dilation. Which reason justifies the congruence of ∠HJK to ∠HFG and ∠HKJ to ∠HGF?

A) ∠H is a right angle
B) the triangles are congruent
C) JK || FG
D) FH ⊥ HG

Triangle HFG has been dilated with point H as the center of dilation Which reason justifies the congruence of HJK to HFG and HKJ to HGF A H is a right angle B t class=

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jcherry99
Short Answer C <<<< answer
The fact you dealing with a right angle doesn't really come into the picture.

The picture shows that the triangles are not congruent (you shouldn't use a picture but I have. It makes the explanation easier.)

D is another way of expressing A. The rt angle doesn't make any difference.

The parallel lines are what makes the difference.

Answer:

c

Step-by-step explanation:

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