If a= 30 degree verify that sin 3 a = 3 sin a - 4 sin cube a
Answers
Answered by
16
LHS
= sin (3*30)
=sin90=1
RHS
=3sin30-4(sin30)^3
=3*1/2-4*(1/2)^3
=3/2-1/2
=1
so, LHS=RHS (proved)
= sin (3*30)
=sin90=1
RHS
=3sin30-4(sin30)^3
=3*1/2-4*(1/2)^3
=3/2-1/2
=1
so, LHS=RHS (proved)
Answered by
0
if sinA=30,then we have to verify ,
3×1/2-4×1/2^3
=1
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