Suggested: y=x^tanx+sinx^cosx - y=e^x(sinx+cosx) - y=sinx^cosx find dy/dx - y sinx cosx - y=sinx cosx derivative - y=sinx+cosx graph - (1+cosx)y'=sinx(sinx+sinx cosx-y) - cos(x+y)=cosx cosy-sinx siny - (cosx+cosy)^2+(sinx-siny)^2=4cos^2x+y)/2 - cos(x+y)=cosx cosy-sinx siny proof - sinx-siny/cosx+cosy=tan x-y/2 - (cosx-cosy)^2+(sinx-siny)^2=4sin^2x-y/2) - y=tan^-1(cosx/1+sinx) - prove that sinx-siny/cosx+cosy=tan x-y/2 - y sinx cosx Browse related:
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