show that cosx - cos^3 x over sinx is equal to sinxcosx
=cosx/sinx−cos3x/sinx=cosx/sinx - cos ^3x/sinx=cosx/sinx−cos3x/sinx =1/tanx−cos2x/tanx=1/tanx-cos^2 x/tanx=1/tanx−cos2x/tanx
=(1−cos2x)/tanx=(1-cos^2x)/tanx=(1−cos2x)/tanx
=sin2x/tanx=sin^2x/tanx=sin2x/tanx
=sin2x/(sinx/cosx)=sin^2x/(sinx/cosx)=sin2x/(sinx/cosx)
=sinxcosx=sinxcosx=sinxcosx
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments