SOLUTION: {{{ (3x^3-19x^2+27x+4) / (x-4)}}}={{{ (3x^3-19x^2+27x+4) / (x-4)}}}=

Algebra ->  Algebra  -> Test -> SOLUTION: {{{ (3x^3-19x^2+27x+4) / (x-4)}}}={{{ (3x^3-19x^2+27x+4) / (x-4)}}}=      Log On

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Question 143673: +%283x%5E3-19x%5E2%2B27x%2B4%29++%2F+%28x-4%29=+%283x%5E3-19x%5E2%2B27x%2B4%29++%2F+%28x-4%29=
Answer by oscargut(891) About Me  (Show Source):
You can put this solution on YOUR website!
doing synthetic division
-- 3 -- -19 -- 27 -- 4
4 ---- 12 -- -28 -- -4
-- 3 -- -7 -- -1 -- 0
so +%283x%5E3-19x%5E2%2B27x%2B4%29++%2F+%28x-4%29=+%283x%5E2-7x-1%29%28x-4%29++%2F+%28x-4%29=+%283x%5E2-7x-1%29