( (-sqrt(3)+x)*((1/8)*cos( ((5*pi)/3) )x(sin(((5*pi)/3))))
I know you have tried your best to put all the brackets in but I am still confused.
Is this what you want.
((−√3+x)∗(18∗cos(5π3)x(sin(5π3)))) =(−√3+x)(18∗cos(5π3)x(sin(5π3)) =(−√3+x)(18∗cos(1π3)x(−sin(1π3)) =(−√3+x)(18∗12x(−√32)) =(−√3+x)(−√3x32) =3x−√3x232
LaTex:
( (-\sqrt{3}+x) * (\frac{1}{8}*cos (\frac{5\pi}{3}) x(sin(\frac{5\pi}{3}))))\\~\\
=(-\sqrt{3}+x) (\frac{1}{8}*cos (\frac{5\pi}{3}) x(sin(\frac{5\pi}{3}))\\~\\
=(-\sqrt{3}+x) (\frac{1}{8}*cos (\frac{1\pi}{3}) x(-sin(\frac{1\pi}{3}))\\~\\
=(-\sqrt{3}+x) (\frac{1}{8}*\frac{1}{2} x(-\frac{\sqrt3}{2}))\\~\\
=(-\sqrt{3}+x) (-\frac{\sqrt3 x}{32})\\~\\
=\frac{3x-\sqrt3 x^2}{32}\\~\\