prove that sin23 cos22 +cos23 sin22 = 1/2
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Here is your answer.
As we know,
sin(A+B) = sinAcosB + cosAsinB
Here,
sin23cos22 + cos23sin22 , that means
A = 23, B = 22.
So, As per the above formula,
sin ( 23 + 22 ) = sin 45 = 1/2.
Thus, LHS = RHS .
Proved.
As we know,
sin(A+B) = sinAcosB + cosAsinB
Here,
sin23cos22 + cos23sin22 , that means
A = 23, B = 22.
So, As per the above formula,
sin ( 23 + 22 ) = sin 45 = 1/2.
Thus, LHS = RHS .
Proved.
Monu631:
Hey, Sin 45 = 1/√2 ....Is this question right ???
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