in an isosceles triangle PQR, angle Q=angle R=2angle P. Find the three angles
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90 45 45 is the answer
Answered by
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Answer:
P= 90
Q= 45
R= 45
Step-by-step explanation:
∠Q = ∠R = ∠2P
Let 'x' be angle Q or R (Since they are equal)
We know that sum of three angle 180 degrees. i.e ∠P + ∠Q + ∠R = 180
1x (∠Q) + 1x (∠R) + 2x (∠P) = 180°
∴ 4x= 180
x= 180/4= 45°
So ∠Q= 1x= 1*45= 45°
∠R= 1x= 1*45= 45°
∠P= 2x= 45*2= 90°
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