Consider a triangle with each angle measuring 60 degrees. How many different triangles can be made with the given condition, and why?

Answer: 1 only

Step-by-step explanation:

because u got 60

More than one different triangle can be made using the given condition, therefore, the last option is correct.

An equiangular triangle is one with three equal sides and three equal angles, all of which are measured at 60 degrees.

Given that, each angle of the triangle measures 60°.

Therefore, the triangle is an equiangular triangle.

There exist triangles with the same angle measure of 60° each, but with different side lengths.

Hence, more than one different triangle can be made using the given condition, therefore, the last option is correct.

Learn more about the equiangular triangle:

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x f (x)
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≤
>
<
≥

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≤
≥
>
<

Select the symbol that represents the phrase "at most."

<
≥
>
≤


Select the symbol that represents the phrase "at least."

≤
≥
>

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Which describes the spread of the data?
A dot plot titled Hours of Practice going from 0 to 4. 0 has 3 dots, 1 has 7 dots, 2 has 3 dots, 3 has 4 dots, and 4 has 1 dot.
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from 0 to 4
from 0 to 5
from 1 to 3
from 1 to 4
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d
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