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hey how to do integraTion by parts . im too confused
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\[\int\limits_{}^{}udv = uv - \int\limits_{}^{}vdu\]
Do you recall this equation?
int xcos(x) dx
it doesnt have any limits is it like we have to go with ILATE =integer log arithemtic trigo and then exponential im confused that wich one is suposed to be integrated or differentiated first
Differentiate x and integrate cosx.
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Because x will differentiate to 1 and cosx will just alternate between sinx and back and forth.
Of course with chain rule.
x cos(x) dx solution is : int x cos(x) dx = x sin(x)−int sin(x) dx = x sin(x)+cos(x)+c.
Correct.
Anything else?
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