Question
One angle of a triangle is $80^\circ$ and the other two angles are in the ratio $3:2$. What is the measure of the larger of the two angles?
Option 2 : $60^\circ$
Detailed Solution
सही उत्तर $60^\circ$ है।
The other two angles add to $180^\circ - 80^\circ = 100^\circ$. In the ratio $3:2$, the larger is $100 x 3/5 = 60^\circ$.
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prepsnap.in • Domain-SpecificQuestion:
One angle of a triangle is $80^\circ$ and the other two angles are in the ratio $3:2$. What is the measure of the larger of the two angles?
Correct Answer: $60^\circ$
The other two angles add to $180^\circ - 80^\circ = 100^\circ$. In the ratio $3:2$, the larger is $100 x 3/5 = 60^\circ$.