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Unformatted text preview: 1. Solve the initial value problem y ′ = (2 x3 x 2 ) y , y (0) =2. 2. Solve the diferential equation 2 x cos yx 2 sin y y ′ = 0 , y (1) = 1 . 3. Solve the diferential equation (3 y 3 + 5 x 2 ) dx + (3 xy 2 ) dy = 0. 4. Solve the diferential equation y ′ + 1 x y = cos x . 5. Solve the diferential equation y ′2 x y = x 3 e x . 6. Find the general solution o± the diferential equation y ′y cos x = 2 xe sin x . 7. Solve the diferential equation y ′ + 2 xy = x y 5 . 8. Find the general solution o± the diferential equation y ′ + y = 2 xy 2...
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 Spring '11
 duke
 Math, Boundary value problem, Dr. A. Alaca

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