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how to intergrate x/(5-x)^1/2 by using substitution method?
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\[\int\limits_{}^{}\frac{ x }{ \sqrt{5-x} }dx\] what kind of a substitution are required to make ? algebraic ? trigonometric ?
you could use x=x-5+5 and distribute the denominator between (x-5) and +5
are't we supposed to let U= something? but i dont know which term to let
but why 5-x becomes the numerator after you let 5-x=u?
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because u let u=5-x u=5-x x=5-u same thing
oh okay, I get it ! but my lecturer taught different way. Thanks :)
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