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General solution of `sin^2x-5sinxcosx-6cos^2x=0`is`x=npi-pi/4,n in Z`onlyn`pi+tan^(-1)6,n in Zon l y`both (a) and (b)none of these |
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Answer» `sin^2x/cos^2x-(5sinxcosx)/(cos^2x)-(6cos^2x)/(cos^2x)=0` `tan^2x-5tanx-6=0` `tan^2x-6tanx+tanx-6=0` `tanx(tanx-6)+1(tanx-6)=0` `(tanx+1)(tanx-6)=0` `tanx=-1` `x=npi-pi/4` `tanx=6` `v=npi+tan^(-1)6` `tantheta=tanalpha` `theta=npi+alpha` Option C is correct. |
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