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Find the quotient and remainder when t^4-t^2+3t-7 is divided by t^2-3t+6.

 Oct 18, 2020
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                                     t^2 +3t -2

t^2 -3t+ 6 |  t^4 - 0t^3 - t^2 +3t - 7

                   t^4 - 3 t^3 + 6t^2

                         3 t^3  - 7t^2 + 3t -7

                         3t^3   - 9t^2 + 18t

                                      2 t^2 -15t - 7

                                      2t^2 +6t  -12

                                              -21t +5    R

 
 Oct 18, 2020
edited by ElectricPavlov  Oct 18, 2020

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