Use the fact that /2 i = 2 2 /2 2. 2 2 V2 - i = 2 /2 and - 2 to solve the differential equation d'y + y = 0 dx4

Q: Show the process in solving this differential equation

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Q: 2. y2 y" + (y')³

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Q: Find the differential equation whose solution is given by: y^2=4ax

A: To find the differential equation for y2=4ax differentiating this equation with respect to x.

Q: Solve y" + (y')² = 0.

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Q: Solve the differential equation defined by x dy/dx −2y = x^6 sinx.

A: Consider the provided differential equation,

Q: Calculate a general solution of the differential equation: shot 24 rly show the steps.

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Q: Q5/ solve the differential equation (x² + 2xy) dy = (2xy + 3y²)dx

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Q: Solve this differential equation y (x^3-y)⁡ dx-x(x^3+y) dy=0; when x=2,y=2

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Q: Solve for the particular solution of the differential equation: d?y/dx2 - 16y = ex O v = xe^4x/8 O…

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Q: Solve the differential equation by using variation parameter method y''-6y'+9y=8+e^-9x

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