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how do I fix this? 2/5 * (5)^5/2
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how did you break it?
\[\large \frac25 \times 5^{\frac52}\] Bring the 5 from the denominator to the numerator \[\large \frac{2}{\underline {5}} \times 5^{\frac52}\] \[\large2 \times 5^{\frac52}\times 5^{-1}\] \[\large2 \times 5^{\frac52-1}\] \[\large2 \times 5^{\frac52-\frac22}\] Finally we get \[\Huge2 \times 5^{\frac32}\]
no, is integration \[\int\limits_{0}^{5}x ^{3/2}\]
power rule for integration: \[\int x^n dx=\frac{1}{n+1}x^{n+1}\]
perfect ash2326
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i I knew the result but did not know how to get it, thanks!
How did I help? I misinterpreted the question!!!
you simplified the results :)
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