- 7 When The Polynomial 2x3 Mx2 Nx 7 Is Divided By X 2 The Remainder Is 7 When The Polynomial Is Divided By X 1 The 1 (23.77 KiB) Viewed 83 times
7. When the polynomial 2x3+mx2+nx−7 is divided by (x−2) the remainder is −7. When the polynomial is divided by (x+1) the
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7. When the polynomial 2x3+mx2+nx−7 is divided by (x−2) the remainder is −7. When the polynomial is divided by (x+1) the
7. When the polynomial 2x3+mx2+nx−7 is divided by (x−2) the remainder is −7. When the polynomial is divided by (x+1) the remainder is −16. Determine the values of both m and n. 2x3+mx2+nx−7=−72x3+mx2+nx−7=−16 8. Given P(x)=5x3+mx2+nx+4. If P(−1)=8 and P(2)=62 determine m and n.
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