Solve the equation 2 cos x + 3 sin x = 0, for 0deg ≤ x ≤ 360deg
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Answer:
2cos
2
x+3sinx=0
2−2sin
2
x+3sinx=0
2sin
2
x−3sinx−2=0
2sin
2
x−4sinx+sinx−2=0
(2sinx+1)(sinx−2)=0)
⟹sinx=−
2
1
⟹x=nπ+(−1)
n
(
6
−π
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