What is sin(b)+(sin(a))/2 cos(b) ?

The solution to sin(b)+(sin(a))/2 cos(b) is sin(b)+(sin(a)cos(b))/2

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simplify sin(b)+(sin(a))/2 cos(b)

simplify

sin (b) + \frac{sin ( a )}{2} cos (b)

sin (b) + \frac{sin ( a ) cos ( b )}{2}

Solution steps

sin (b) + \frac{sin ( a )}{2} cos (b)

Simplify

\frac{sin ( a )}{2} cos (b) : \frac{sin ( a ) cos ( b )}{2}

= sin (b) + \frac{sin ( a ) cos ( b )}{2}

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(3 p^{4})^{2}

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\frac{( 1 + cot ^{2} ( a ) )}{( 1 + tan ^{2} ( a ) )}

3 cos^{2} (x) - 3

What is sin(b)+(sin(a))/2 cos(b) ?
The solution to sin(b)+(sin(a))/2 cos(b) is sin(b)+(sin(a)cos(b))/2