In the equation, x and y are functions of t. Differentiate with respect to t to...

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In the equation, x and y are functions of t. Differentiate with respect to t to find a relation between dx/dt and dy/dt. x + xy = y Oxdx+ dt O zx2dx xy + ydx = y2dy +y- dt +x- dt dt dt +xy == dt dx dy O 2x- dt dt dt +xy- +xy- = 2y- Zy2 dy dx dt dt dx dy dx dy 2x +X- + y = 2y- dt dt dt dt O2x2dx + X- dt dt + dy dx dt =1 2y2dy dt

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