Question

A particular system is described by the differential equation and initial value problem for the function...

A particular system is described by the differential equation and initial value problem for the function y(x) as shown:

5 dy/dx + 25yx^4 = 5x^4, y(0) = -7

What is the order of this differential equation?

Is this and initial value problem (yes/no)?

Is this equation linear or nonlinear? Explain why please

What is the independent variable?

Is this equation in standard or general form, explain why please

Do unique solutions exist for this differential equation? Use the Uniqueness Theorem to support answer please

Is this a homogeneous differential equation? and why

Is this an exact differential equation? and why

Can this equation be solved using the separation of variables method, and if so how

Can this equation be solved using the integrating factor approach and if so how

Thank you in advance for any and all help!

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Thank you !!!

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