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Math Help - Need help for Algrebra test on Monday.

  1. #1
    Junior Member Jarod_C's Avatar
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    Need help for Algrebra test on Monday.

    pie="π"

    Take 0.025µ^4π² + 50µ²π^4 by 5µπ^3

    Well there's the problem, and I have the answer, witch is (0.005µ^3 over π) + 10µπ. I'm just having a hard time doing the long division.

    I've come up with many other answers, none of course being the right one. It's kind of a big favor to ask, but can someone explain the long division to me.
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  2. #2
    GAMMA Mathematics
    colby2152's Avatar
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    Quote Originally Posted by Jarod_C View Post
    pie="π"

    Take 0.025µ^4π² + 50µ²π^4 by 5µπ^3

    Well there's the problem, and I have the answer, witch is (0.005µ^3 over π) + 10µπ. I'm just having a hard time doing the long division.

    I've come up with many other answers, none of course being the right one. It's kind of a big favor to ask, but can someone explain the long division to me.
    Is this what you are trying to solve?

    \frac{0.25\mu^4 \pi^2 + 50\mu^2 \pi^4}{5\mu\pi^3}
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  3. #3
    Junior Member Jarod_C's Avatar
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    <br />
\frac{0.25\mu^4 \pi^2 + 50\mu^2 \pi^4}{5\mu\pi^3}<br />
Yep, that's the one my life has come down to.
    Last edited by Jarod_C; March 7th 2008 at 11:01 AM. Reason: cool that's how you type math
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  4. #4
    GAMMA Mathematics
    colby2152's Avatar
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    <br />
\frac{0.25\mu^4 \pi^2 + 50\mu^2 \pi^4}{5\mu\pi^3}<br />

    <br />
\frac{0.25\mu^4 \pi^2}{5\mu\pi^3} +\frac{50\mu^2 \pi^4}{5\mu\pi^3}<br />

    <br />
\frac{\mu^3}{20\pi} + 10\mu \pi<br />
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