solve using Exact and Non-Exact DE 13. -y dx +(x - x) dy 0 dy 0
Solve the Bernoulli equation for y. dy 5y + yº. dt Use the following initial condition: y(0) = 1. y = Preview Points possible: 1 Unlimited attempts.
Solve the IVP (for the Bernoulli equation): dy/dx − (1/x)y = 1/y , y(1) = −3
dy a. Set up an integral for solving de 1 when y(0) = 0 22 - 25 y() = + t = b. Evaluate your answer to the previous part to find y(). y(2) = help (formulas) (1 point) Solve y" = sin(x) if y(O) = 0 and y'(0) = 9. y(I) help (formulas)
Use the method for solving Bernoulli equations to solve the following differential equation, dy Y = 2x8y² dy Ignoring lost solutions, if any, the general solution is y (Type an expression using x as the variable.)
2. Solve the DE: (3x²y + cos x) dx +(x +e") dy = 0
Solve the DE, given x > 0. 2 dy dar +y = = 3 In x с Oy= (In x - 2) + 2 None of these Oy= (In x - 2) +C Both of them
Question Solve the following Bernoulli D. Eq dy +=y=-x? cos xy? dx x
Solve the Bernoulli equation a) xy′−4y = x^2√y, b) y′ = y(y^3 cosx +tgx), Solve the exact equation a) 2xcos^2 ydx +(2y−x2sin2y)dy = 0, b) (x^3 −3xy^2 +2)dx−(3x^2y−y^2)dy = 0, PLEASEEE it would mean a world to me
dy dx Solve the Bernoulli differential equation