prove that sin(60-A) sin(60+A)= 1/4(3-4sin^2A
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Answer:
As we know that sin(A+B)sin(A−B)=sin
2
A−sin
2
B
LHS=sinAsin(60−A)sin(60+A)=sinA(sin
2
60−sin
2
A)=sinA(
4
3
−sin
2
A)=
4
3sinA−4sin
3
A
=
4
1
sin3A=RHS
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