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How to find the integral of: x / ((4x+5) ^.5) dx
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Set u = 4x + 5 x = (u-5)/4 dx = 1/4 du Now just substitute those values and the integral will be easy
ok I got it thanks
I though it was u substitution, but the proffesor did it with integration by parts, but I could not understant how she did it...
Does it look like this: \[\int\limits {x \over {\sqrt{4x+5}}}dx \] ?
yes
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Then he took a long/wrong route. This is an example of substitution.
I thought so....But thank you
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