prove that sin sq. thita + 5 cos sq. thita +2=4cos sq. thita +3
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Answer:
sin²θ+5cos²θ+2=4cos²θ+3
(sin²θ+cos²θ)+4cos²θ+2=4cos²θ+3
1+4cos²θ+2=4cos²θ+3
4cos²θ+2+1=4cos²θ+3
4cos²θ+3=4cos²θ+3
LHS=RHS
Hence proved
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