sec A(1 + tan A)+ cos(1 + cot A) = (sec A + cosec A)
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Answer:
LHS=RHS
Step-by-step explanation:
remove brackets and convert secondary ratio to primary ratio
1/cosA+SinA/cosA*cosA(cos and cos cancel) +cosA+1/sinA/cosA*cosA(cos and cos cancel)
then......
cosA+cosA+sinA+sinA
1/secA+1/secA+1/cosecA+1/cosecA
2/2secA+2/2cosecA(numerator and denominator 2 cancel)
secA+cosecA
therefore, secA+cosecA=secA+cosecA
and LHS=RHS
hence proved,...
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