ranyai12
Use Laplace transforms to find a nontrivial solution to
tx''+(3t−4)x'+3x=0, x(0)=0



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it also states to Require that x(1)=e^(−3) to find any arbitrary constant in your solution.

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@Tomas.A

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@Spacelimbus I think I almost got it

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as of now I got (s+3)X'(s)+6X(s)=0

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now we're supposed to X'(s)/X(s)=(s+3)/6

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no wait it's 3/(s+3)

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no i think 6/(s+3)

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never mind! i solved it! woooo