giải giúp : cos^2(3x)cos^2(2x) - cos^2(x) = 0
=> [TEX](cos3x.cos2x)^{2}-cos^{2}x=0[/TEX]
=> [TEX](cos3x.cos2x-cosx)(cos3x.cos2x+cosx)=0[/TEX]
=> [TEX](\frac{1}{2}cosx.cos5x-cosx)(\frac{1}{2}cosx.cos5x+cosx)=0[/TEX]
=> [TEX]cos^{2}x(\frac{1}{2}cos5x-1)(\frac{1}{2}cos5x+1)=0[/TEX]
=> [TEX]cos^{2}x(\frac{cos^{2}5x}{4}-1)=0[/TEX]
=> [TEX]cos^{2}x=0 [/TEX](TM)hoặc [TEX]cos^{2}5x=4[/TEX](loại)
=> cosx=0
=> x=..............