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Triangle H L I is shown. Line segment J K is drawn near point L to create triangle J L K.

If △HLI ~ △JLK by the SSS similarity theorem, then StartFraction H L Over J L EndFraction = StartFraction I L Over K L EndFraction is also equal to which ratio?
StartFraction H I Over J K EndFraction
StartFraction H J Over J L EndFraction
StartFraction I K Over K L EndFraction
StartFraction J K Over H I EndFraction

Respuesta :

abidemiokin

The correct option is to show that the ratios HL/JL = IL/KL = HI/JK are equivalent. Option A is correct.

Similarity theorem of triangles

For two triangles to be similar, the ratio of the measure of similar sides of the triangle must be equal to a constant known as a scale factor.

From the given figures, the expression that can be used to prove that the triangles are similar is as shown;

HL/JL = IL/KL = HI/JK

Hence the correct option is to show that the ratios HL/JL = IL/KL = HI/JK are equivalent

Learn more on similar triangles here; https://brainly.com/question/11920446

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I can Confirm A is correct

Step-by-step explanation:

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