The acceleration of an object moving in a strange way has been modelled as a = exx .
a) Use integration by parts to find an equation to model the velocity if v = ∫ = exx dx
b) Is the problem any different if you find v = ∫ = xex dx
Solution;
Let ;
"v=x" ;"dv=1"
And;
"du=e^x" ;"u=e^x"
"\\int xe^x=xe^x-e^x"
Since;
"xe^x" is the same as "e^xx" ,the problem is not different.
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