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Solve the equation, can anyone help me out?
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\[y(x)=7+3\int\limits_{7}^{x} ty(t)dt\]
These are the apparent options to choose from:
hint: if I take the first derivative of both sides, and I apply the fundamental theorem of integral calculus, I get this ODE: \[\huge y' = 3xy\]
with the initial condition: \[\huge y\left( 7 \right) = 7\]
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Ahh, I see, so it would be 7*exp((3/2)*(x-7)*(x+7))! Thanks!!
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