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# 3. Consider the differential equation ye + 3x + bxe*y' = 0. (a) Find the value of b that makes this differential equation exact.

## 3. Consider the differential equation ye + 3x + bxe*y' = 0. (a) Find the value of b that makes this differential equation exact. (b) Find the solution of the differential equation for the value of b found in (a). (c) For what initial conditions y(0) =yo is the existence of a unique solution of this differential equation guaranteed? (d) Can any solution have both positive and negative values? Explain.

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To answer the questions posed by the given differential equation ye2xy 3x2 bxe2xyy 0 well work through each part systematically Part a Find the value ...### Get Instant Access to Expert-Tailored Solutions

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