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Find m2B in ABC if IZA = 85º and mC = 11°. 020

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To determine angle B we need to remember that in a triangle the sum of interior angles is equal to 180°. Then we have that:


m\angle A+m\angle B+m\angle C=180

Plugging the values of angles A and C we have that:


\begin{gathered} 85+m\angle B+11=180 \\ m\angle B=180-85-11 \\ m\angle B=84 \end{gathered}

Therefore angle B=84° and the asnwer is option B

User Sergeych
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