15x to the third -20x squared -7x+23 over 3x-1? Dividing polynomials
15x^3-20x^2-7x+23)/(3x-1) Divisor | | 5x^2-5x-4 < ------ Equation v ______________________ (3x-1) | 15x^3-20x^2-7x+23) 15x^3-5x^2 -multiply bottom row (-1) ----------- -Add- "Taking Difference" 0x^3-15x^2 -15x^2+5x -multiply bottom row (-1) ---------- -Add- "Taking Difference" 0x^2-12x+23 -12x+4 -multiply bottom row (-1) -------- -Add- "Taking Difference" 0x+19 <---Remainder 5x^2-5x-4 + 19/(3x-1) = Equation + Remaind/Divisor
Is it still over 3x-1? isnt 19 the remainder
yes the remainder goes over the divisor. I don't know how to make fraction symbols on here. It will be that new equation on top plus the remainder divided by the original divisor.
Thank you sir!
This picture might help explain the process a little better.
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