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In the accompanying diagram of triangle AEC and triangle PXT, angle A congruent angle P and angle C is congruent to angle T. Which side of triangle PXT corresponds to side, CE? A. TX, B. TP or C. PX

In the accompanying diagram of triangle AEC and triangle PXT, angle A congruent angle-example-1
User Old Markus
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2 Answers

1 vote
the answer to this is tx because the of the corresponding sides
User Natily
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3 votes

Answer:

Option A.

Explanation:

In triangle AEC and triangle PXT,


\angle A=\angle P (Given)


\angle C=\angle T (Given)

Two corresponding angles are congruent, it means


\triangle AEC\sim \triangle PXT

So, we can say that

AE corresponds to side PX.

EC corresponds to side XT.

AC corresponds to side PT.

We need to find the side of triangle PXT which is corresponds to side, CE.

CE corresponds to side TX.

Therefore, the correct option is A.

User AlienHoboken
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