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Questions and Answers
What is the solution to the differential equation (x log x)(dy)/(dx)+y=2logx?
What is the solution to the differential equation (x log x)(dy)/(dx)+y=2logx?
- $y = x log(x) + c$ (correct)
- $y = x^2 log(x) + c$
- $y = e^{2log(x)}$
- $y = 2x log(x) + c$
What is the integrating factor of the given differential equation?
What is the integrating factor of the given differential equation?
- x
- log(x)
- 1/(x log(x))
- x log(x) (correct)
What does the integrating factor help us achieve in solving the given differential equation?
What does the integrating factor help us achieve in solving the given differential equation?
- It helps to find the particular solution.
- It helps to convert the differential equation into a separable form.
- It helps to simplify the differential equation.
- It helps to make the differential equation exact. (correct)
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