1-cos3A/1-cosA=(1+2cosA)^2
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Step-by-step explanation:
1-cos3A/1-cosA
1-cos3A/1-cosA=1-4cos³A+3cosA/1-cosA
1-cos3A/1-cosA=1-4cos³A+3cosA/1-cosA=4cos³A-3cosA-1/cosA-1
=4cos²A(cosA-1)+4cos²A-3cosA-1/cosA-1
=[4cos²A(cosA-1)+4cosA(cosA-1)+(cosA-1)] / (cosA-1)
=(cosA-1)(4cos²A+4cosA+1)/cosA-1
=4cos²A+4cosA+1
=(2cosA)² +2×2cosA +1²
= (2cosA+1)²
=(1+2cosA)²
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