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the integral from 0 to 25 of dx/ square root (4+ square root x)
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\[\int\limits_{0}^{25} dx / \sqrt{4+\sqrt{x}}\]
uses substitution respect to u
u= \[\sqrt{4+\sqrt x}\]
use the derivative
then du = \[1/2(4+\sqrt{x})^{-1/2}\] dx confused on what to do then
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would it be easier to make two separate u subs?
chain rule
1/2sqrt(4+sqrt x )* 1/2 sqrt x
where would you go from there?
correct me if i am wrong, but wouldnt it be to the power of -1/2 rather than 1/2?
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