Assuming that the equations in Exercises 35 and 36 define

Chapter , Problem 35PE

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Assuming that the equations in Exercises 35 and 36 define \({y}\) as a differentiable function of \(x\), find the value of \(\mathrm{dy} / \mathrm{dx}\) at point \({P}\).

\(1-x-y^{2}-\sin x y=0, \ \quad P(0,1)\)

Equation Transcription:

Text Transcription:

y

x

dy/dx

P

1 - x - y^2 - sin xy = 0,      P(0, 1)

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