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Thread: solve for ...

  1. #1

    Thread Starter
    PowerPoster
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    solve for ...

    dont know why i cant get this ... but I cant seem to solve the following for P4:

    M = (( X1 * P1 + X2 * P2 + X3 * P3 + X4 * P4 ) * R ) / ( P1 + P2 + P3 + P4 )

    can anyone help me please?

  2. #2
    pathfinder NotLKH's Avatar
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    Re: solve for ...

    Quote Originally Posted by Muddy
    dont know why i cant get this ... but I cant seem to solve the following for P4:

    M = (( X1 * P1 + X2 * P2 + X3 * P3 + X4 * P4 ) * R ) / ( P1 + P2 + P3 + P4 )

    can anyone help me please?
    M = (( X1 * P1 + X2 * P2 + X3 * P3 + X4 * P4 ) * R ) / ( P1 + P2 + P3 + P4 )

    So

    ( P1 + P2 + P3 + P4 )*M = (( X1 * P1 + X2 * P2 + X3 * P3 + X4 * P4 ) * R )

    So

    (P1+P2+P3)*M+P4*M = (X1*P1+X2*P2+X3*P3)*R + X4*P4*R

    So:

    (P1+P2+P3)*M-(X1*P1+X2*P2+X3*P3)*R = X4*P4*R - P4*M

    So:

    (P1+P2+P3)*M-(X1*P1+X2*P2+X3*P3)*R = P4*(X4*R-M)

    So:

    [(P1+P2+P3)*M-(X1*P1+X2*P2+X3*P3)*R]/[X4*R-M]=P4




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