If `y=e^(tanx)` , then `(cos^2x)y_2=` `(1-sin2x)y_1` (b) `-(1+sin2x)y_1` (c) `(1+sin2x)y_1` (d) none of these

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If y=e^(tan x), then (cos^(2)x)y_(2)=(1-sin2x)y_(1)(b)-(1+sin2x)y_(1)(c)(1+sin2x)y_(1)(d) none of these

If y=e^(tanx) , then (cos^2x)y2-(1+sin2x)y1=0

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If y=sqrt(sin x+y,) then (dy)/(dx)=(sin x)/(2y-1) (b) (sin x)/(1-2y)(c)(cos x)/(1-2y)(d)(cos x)/(2y-1)