Easy
The differentiable functions x{x}x and y{y}y are related by the following equation:
Also, dxdt=−0.1\frac{d x}{d t}=-0.1dtdx=−0.1 Find dydt\frac{d y}{d t}dtdy when x=−3{x}=-3x=−3
y=2x2−xy=2 x^{2}-xy=2x2−x
1.31.31.3
0.30.30.3
1.71.71.7
0.70.70.7
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