Question: equation Find the function satisfying the differential and y(0) = -5. y - 4y = -6et (e^t)(12/5e^(3t)+(3/5)) (1 point) Solve the following differential equation

$(1 point) Solve the following differential equation by finding an appropriate integrating factor[-x d x+left(3 x^{2} y-4$

equation Find the function satisfying the differential and y(0) = -5. y - 4y = -6et (e^t)(12/5e^(3t)+(3/5)) (1 point) Solve the following differential equation by finding an appropriate integrating factor -xdx + (3xy - 4y)dy = 0. = constant.

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Problem 1 Solving the Differential Equation y 4y 6et with Initial Condition y0 5 This is a firstorder linear differential equation We will solve it us... View full answer

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