pt :5sin3x=3sin5x
\Leftrightarrow-3sin5x+5sin3x=0
\Leftrightarrow-3sin5x+5sin3x+2sin3x=0
\Leftrightarrow3(sin3x-sin5x)+2sin3x =0
\Leftrightarrow-6cos4x.sinx + 2.(3sinx - 4sin^3x)=0
\Leftrightarrowsinx.[-6cos4x+6-8sin^2x]=0
\Leftrightarrow2sinx[-3cos4x +3-4sin^2x]=0
TA CO
TH1:sinx=0 \Rightarrowx=kpi
TH2:-3cos4x +3 -4sin^2x=0
(ban ap dung cong thuc nhan doi hoac cong thuc ha bac)
\Leftrightarrow-3.[(2cos^2(2x)-1)+3+2(cos2x-1)]=0
\Leftrightarrow-6cos2x+2cos2x+4=0
(ban tu giai tiep nha)
