Sin^3a+cos^3 A\
1-2cos^2A= sec a- sin a/tan a
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Answer:
2tan3Acos3A−tan3A+1=2cos3A
2tan3Acos3A−tan3A−2cos3A+1=0
tan3A(2cos3A−1)−1(2cos3A−1)=0
(tan3A−1)(2cos3A−1)=0
Either tan3A−1=0 or 2cos3A−1=0
tan3A=1 or cos3A= 1/2
tan3A=tan45 or cos3A=cos60
3A=45 or 3A=60
A=15
or A=20
Thus, A=15
or20°
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