If ✔️3sinA = cosA, find 3cos2A + 2cosA.
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Answered by
1
Answer:
ANSWER⬇
√3sinA=cosA
tanA=1/√3
A=30°
Now
=3cos²A+2cosA/3cosA+2
=cosA(3cosA+2)/3cosA+2
=cosA
=cos30
=√3/2.
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Answered by
0
Answer:
√3sinA=cos A. sin A/cosA=1/√3 tanA=1/√3
angle A=30 degree
3cos60+2cos30=3/2+2√3/2=(3+2√3)/2
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