Find dy/dx 2sinxcosx + tany = 2x
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Answer:
2cos2x+sec²x-2=0
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Step-by-step explanation:
d(tanx)/dx=sec²x
d(sinxcosx)/dx=d(sinx)/dxcosx+d(cosx)/dxsinx
{applying uv rule ↑}
=cosx(cosx)+(-sinx)sinx
=cos²x-sin²x
=cos2x
d(2x)/dx=2
dy/dx
2(cos2x)+sec²x=2
2cos2x+sec²x-2=0
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