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Use synthetic division to solve (x cubed minus x squared minus 17 x minus 15) divided by (x minus 5). What is the quotient? x squared + 4 x + 3 x squared minus 6 x + 13 minus StartFraction 80 Over x minus 5 EndFraction x cubed + 4 x squared + 3 x x squared minus 6 x + 13 minus StartFraction 80 Over x + 5 EndFraction
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@surjithayer wrote:
x-5) x^3- x^2-17x-15(x^2+4x+3
x^3-5x^2
- +
4x^2-17 x
4x^2-20x
- +
3x-15
3x-15
- +
0
Earlier i have solved by long division. Now i will solve by synthetic division. x-5=0 x=5 5|1 -1 -17 -15 | 5 20 +15 ____________________ |1 4 3 | 0 ___________________ quotient is \[x^2+4x+3\]
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