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Given triangle FGH is similar to triangle LMN, which must be true?

Given triangle FGH is similar to triangle LMN, which must be true?-example-1
User Aaron Shen
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1 Answer

13 votes
13 votes
Answer:

Options A, B, and E

Explanations:

See below the diagramatic representations of the two congruent triangles

Since △FGH ∼ △LMN:

All corresponding sides are similar

The ratio of two corresponding sides are equal

Corresponding angles are congruent

Therefore:

[tex]\begin{gathered} \frac{FG}{LM}=\text{ }\frac{FH}{LN} \\ FH\text{ }\sim LN \\ m

Given triangle FGH is similar to triangle LMN, which must be true?-example-1
User Cristian Lupascu
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