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Detailed solutions please!
Consider the initial value problem xy'+y=5xy2, y(1)=2. This differential equation Bernoulli with The substitution v = and some algebra will transform it into the linear equation (fill blanks) dv/dx + P(x)v = Q(x) with P(x)= and Q(x)= Using the substitution in part (b), we can rewrite the initial condition in terms of x and v (d) Now solve the linear equation in part (b). and find the solution that satisfies the initial condition in part (c). Finally, slove for y.
Detailed solutions please!
Consider the initial value problem xy'+y=5xy2, y(1)=2. This differential equation Bernoulli with The substitution v = and some algebra will transform it into the linear equation (fill blanks) dv/dx + P(x)v = Q(x) with P(x)= and Q(x)= Using the substitution in part (b), we can rewrite the initial condition in terms of x and v (d) Now solve the linear equation in part (b). and find the solution that satisfies the initial condition in part (c). Finally, slove for y.
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answer
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watching
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Sixta KovacekLv2
13 Aug 2019