find dy/dx in xy+y2=tan x+y
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HEY!!
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▶Differentiating both sides with respect to x,
✔xdy/dx+y+2ydy/dx = sec square x+dy/dx,
✔dy/dx(x+2y-1) = sec square x-y,
✔dy/dx = sec square x-y/x+2y-1,
_______________________________
▶Differentiating both sides with respect to x,
✔xdy/dx+y+2ydy/dx = sec square x+dy/dx,
✔dy/dx(x+2y-1) = sec square x-y,
✔dy/dx = sec square x-y/x+2y-1,
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