if cos(A+B)=0 and sinB=1/√2,0<A>B then find A and B
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Answered by
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Solution:
cos(A+B) = 0; sinB = 1/√2
cos(A+B) = cos90°
A+B = 90°...............1
sinB = sin45°======>B = 45°..................2
Equating 2 in 1, we get
A+45° = 90°====> A = 90-45
angle A is 45°
Therefore, angle A = 45°
angle B = 45°
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Hey your answer is in the given attachment
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