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Solve the following initial value problem using solution method for Bernoulli DE. dy 2 ·+=y=−x³y²; y(-1)=2 dx X Oy = (-31/16 x8+2x10)-0.25 Oy = (31/16 x8-2x10)-0.25 y (31/16 x8-2x10,0.25 Oy = (-31/16 x8+2x10,0.25

Solve the following initial value problem using solution method for Bernoulli DE. dy 2 ·+=y=−x³y²; y(-1)=2 dx X Oy = (-31/16 x8+2x10)-0.25 Oy = (31/16 x8-2x10)-0.25 y (31/16 x8-2x10,0.25 Oy = (-31/16 x8+2x10,0.25

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter11: Differential Equations
Section11.6: Applications Of Differential Equations
Problem 15E: Solve Exercise 14 if a 25 solution of the same mixture is added instead of pure alcohol.
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Solve the following initial value problem using solution method for Bernoulli DE. dy 2 · + −y=−x³y²; y( − 1) = 2 dx X Oy = (-31/16 x8+2x10)-0.25 Oy = (31/16 x8-2x10)-0.25 y = (31/16 x8-2x10,0.25 Oy = (-31/16 x8+2x10,0.25
Transcribed Image Text:Solve the following initial value problem using solution method for Bernoulli DE. dy 2 · + −y=−x³y²; y( − 1) = 2 dx X Oy = (-31/16 x8+2x10)-0.25 Oy = (31/16 x8-2x10)-0.25 y = (31/16 x8-2x10,0.25 Oy = (-31/16 x8+2x10,0.25
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