If $s(x)=\sin (3 x)+\sin (4 x)$, then $s(x)$ can also be written in the form
$s(x)=$---------- $\sin ($ --------------$x)(\cos$ ----------$x)$.

Name: If $s(x)=\sin (3 x)+\sin (4 x)$, then $s(x)$ can also be written in the form $s(x)=$---------- $\sin ($ --------------$x)(\cos$ ----------$x)$.
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The Answer of If $s(x)=\sin (3 x)+\sin (4 x)$, then $s(x)$ can also be written in the form
$s(x)=$---------- $\sin ($ --------------$x)(\cos$ ----------$x)$.

If s(x)=sin⁡(3x)+sin⁡(4x)s(x)=\sin (3 x)+\sin (4 x)s(x)=sin(3x)+sin(4x) , Then s(x)s(x)s(x) Can Also Be Written in the Form

If $s(x)=\sin (3 x)+\sin (4 x)$ , Then $s(x)$ Can Also Be Written in the Form