The Bernoulli's equation dy +ytanx = y'sec x after multiplying dx -2y and use appropriate substitution of dz z and dx can be solve using the integrating factor

Q: 3x4-4 cos x = -6

A: Find d2y/dx2 implicitly in terms of x and y3xy − 4 cos x = −6

Q: Identify the first order DE and show the solution for (x-x^3ye^-2y)dy-dx=0

A: Given the differential equation

Q: Solve the linear ODE by integrating factor method: (x^2)y’ + xy = 1

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Q: Use the variation of parameters to solve the following equation: d^2y/dx^2- 3 (dy/dx)+2y=cos⁡(e^-x)

A: I am attaching image so that you understand each and every step.

Q: Solve x'dy +y'dx = 0

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Q: find the general solution of  xdy/dx+4y=(sinx/x)*(sqrt of y)

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Q: Solve dy/dx =( y+x-2) /(y-x-4) Equation s reducible to homogenous form

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Q: solve the bernoulli equation dy/dx+y = y^2(sinx+cosx). and show that the answer is y(cosx+Ce^x)=1

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Q: Use a suitable method  to find the solution of (1-x^2)(1-y)dx=xy(1+y)dy

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Q: 3. Sxe**(4** – e)dx

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Q: Find dy/dx ln(x+y)-cos2y-x^2=0

A: Revise this before doing the question:

Q: Solve by Integrating Factor: y' = 1+3y cotx

A: The solution is given as

Q: FIND THE GENERAL SOLUTION ye^2x dx = (4+e^2x)dy

A: Let's find.

Q: (x'+3xy²)dx +(3x³y +y')dy = 0 %3|

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Q: Solve the bernoulli equation dx/dy+(2/x)y=-x^2y^2cos(x)

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Q: Is the equation y’=y/x autonomous? True or false?

A: Given:The given equation is .To Find:We have to determine whether the given equation is autonomous…

Q: dy/dt + 2y = e^(4t). Using the guessing method because 2 is constant. I need help solving this…

A: Solution of the first order differential equations

Q: Solve the equation (2х + 6) (2y? + 3) dx + 4y(x? + 3x + 2) dy %3D 0

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