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## Triangle 1 has an angle that measures 34° and an angle that measures 48°. Triangle 2 has an angle that measures 34° and an angle that measur

Question

Triangle 1 has an angle that measures 34° and an angle that measures 48°. Triangle 2 has an angle that measures 34° and an angle that measures a°, where x ≠ 48º. Based on the information, Bob claims that triangle 1 and triangle 2 cannot be similar.

2. What value of x, in degrees, will refute Bob’s claim?

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Mathematics
3 years
2021-08-23T09:12:20+00:00
2021-08-23T09:12:20+00:00 1 Answers
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## Answers ( )

Answer:the value of x would be 108 degreesStep-by-step explanation:The computation of the value of x in degrees is shown below:

Given that both the triangles has the 34 degrees and 48 degrees

Now in the triangle 1 angle a = 108 degrees

And, in the triangle 2 a = x

Now in this case both the triangles are similar to each other

So here

the value of x would be 108 degreesThis represent the refute the claim of Bob