SOLUTION: (t^3-t^2+t-1) divided by (t+1)

Algebra.Com
Question 241262: (t^3-t^2+t-1) divided by (t+1)
Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
(t^3-t^2+t-1) divided by (t+1)
--------------
Using synthetic division:
-1)....1....-1....1....-1
........1.....-2...3...|..-4
-----------------
Quotient: x^2-2x+3
Remainder: -4
=============================
Cheers,
Stan H.

RELATED QUESTIONS

(t^3-t^2+t-1) divided by... (answered by ReadingBoosters)
Factor: (2t^3+t^2+4) divided by... (answered by ewatrrr)
divide and check your answer please help (t^3-t^2+t-1)divided by(t+1) (answered by stanbon)
Looking for some help I do not think this can be divided, What do you think... (answered by venugopalramana)
Divide and simplify for t^2+6t/t^2+3t-18 divided by... (answered by edjones)
{{{(t+1)^3-t-1}}} (answered by josgarithmetic)
5-(t+3)=-1+2(t-3) (answered by rfer)
5-(t+3)=-1+2(t-3) (answered by edjones)
5-(t+3)=-1+2(t-3) (answered by ReadingBoosters)