1+3cosA-4cos^2A÷1-cosA = (1+2cosA)^2
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Answer:
LHS=RHS (PROVED)
Step-by-step explanation:
RHS:
(1+2cosA)²
=(1+2cosA)×(1+2cosA)
=1+2cosA+2cosA+4cos²A
=1+4cosA+4cos²A
=1+4cosA+4cos²A/1
Now, we multipling both numerator and denominator by (1-cosA),we get
=(1+4cosA+4cos²A) (1-cosA)/1-cosA
=1+4cosA+4cos²A-cosA-4cos²A-4cos³A/1-cosA
=1+3cosA-4cos³A/1-cosA (LHA)
SO,(LHS=RHS)[ Proved]
good night
I hope you anderstand my answer
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