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solve trigonometric equation
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\[\tan ^{2}x sinx-sinx=0\] i got to sinx(tan^2x-1)=0 but dont knpw what to do next
yup go little furhther that either sinx=0 or tan^2x-1=0
but for tan^2x-1=0 use tan^2x=(1-cos2x)/(1+cos2x)
so x=sin^-1(0)
why would we do that for cos?
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if sinx=0 then x= m* pi where m is any integer...
can you take sinx out as a common factor in sin2x-sinx=0?
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