Which of the following can be the possible angles of a triangle?
$90^{°}, 50^{°},$ and $60^{°}$

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Solution

We know that the sum of the angles of a triangle is always $180^{°}$
If we add the given angles
$90^{°}, 50^{°},$ and $60^{°}$
i.e- $90^{°} + 50^{°} + 60^{°} = 200^{°}$ which is greater than $180^{°}$
So, A triangle which has angles $90^{°}, 50^{°},$ and $60^{°}$ are not possible.

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Which of the following can be the possible angles of a triangle?

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