SOLUTION: Would you please kindly answer my equation using synthetic division (m^2 - m^4 + m^3 - m^2 + 5) divided by (m-4) thank you so much....

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Question 628150: Would you please kindly answer my equation using synthetic division
(m^2 - m^4 + m^3 - m^2 + 5) divided by (m-4)
thank you so much....

Answer by jsmallt9(3758) About Me  (Show Source):
You can put this solution on YOUR website!
Please re-post your question. You have two m%5E2 terms. If this is correct, then they cancel each other out and your expression is
-m%5E4%2Bm%5E3%2B5. Post this simplified expression.

But I suspect that the first term has an exponent higher than 4 since polynomials are usually written in order from highest exponent to lowest.

P.S. According to your note, you posted the problem correctly. We should start then by simplifying m%5E2-m%5E4%2Bm%5E3-m%5E2%2B5 to -m%5E4%2Bm%5E3%2B5 which we will now divide by m-4 using synthetic division:
4 }   -1    1    0    0     5   <== two zeros for the missing x^2 and x terms
===        -4  -12  -48  -192
      =======================
      -1  -3   -12  -48  -187
which matches what you got with long division.