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2x^3-3x^2-11x+7

x+3

2x^2-9x+16 R -41

x+3 l 2x^3-3x^2-11x+7

-(2x^3+6x^2)

-9x^2-11x+7

-(-9x^2-27x)

16x+7

-(16x+48)

-41

2x^2-9x+16-[41/(x+3)]

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Q: 2x3 minus 3x2 minus 11x plus 7 divided by x plus 3?
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What is 2x3 plus 11x equals 6x?

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It is still uncertain, from this writing whether 'x+3' is dividing just the '11X-19' aspect, or whether it is meant to be dividing all of the preceding. Normally, as it is written, it means the former: (a) Multiplication, in this problem, is done first, following the BODMAS rule: 2X3=6; 11X2=22; and 11X-19=-209 So, the problem now reads: 6+22+-209/(x+3) ANS = 28-209/(x+3) (b) If we assume the intended meaning is to divide the whole lot by x+3, in which case the original question should finish by saying, "all divided by x plus 3", the problem is set out such: [2X3+11X2+11X-19]/(x+3) = [6+22-209]/(x+3) =[28-209]/(x+3) ANS = 181/(x+3)


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