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Division Exercise

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Mathematics

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Divide. (6x^2+27x+8)/(x+4). Your answer should give the quotient and the remainder. Please discuss the
steps you took to arrive at your answer.



(x+4) / (6x
2
+ 27x
+8)
Step 1: Set up the division chair (algebraic long division) with the numerator
and denominator
   (6x
2
+ 27x)
+8
Step 2: look at the highest degree term on (  ) and the highest degree term
on (6x
2
+ 27x
+8).
6x
2
/ x = 6 x
Then Multiply 6 by    as shown below:
6x
   6x
2
+ 27x
+8
6x
2
+ 24x
Step 3: Perform subtraction
6x
   6x
2
+ 27x
+ 8
-(6x
2
+ 24x)
3x

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Divide. (6x^2+27x+8)/(x+4). Your answer should give the quotient and the remainder. Please discuss the steps you took to arrive at your answer. (6𝑥 2 +27𝑥+8) (𝑥+4) (x+4) / (6x2 + 27x +8) Step 1: Set up the division chair (algebraic long division) with the numerator and denominator (𝑥 + 4) (6x2 + 27x) +8 Step 2: look at the highest degree term on (𝑥 + 4) and the highest degree term on (6x2 + 27x +8). 6x2 / x = 6 x Then Multiply 6𝑥 by (𝑥 + 4) as shown below: 6x (𝑥 + 4) 6x2 + 27x +8 6x2 + 24x Step 3: Perform subtraction 6x (𝑥 + 4) 6x2 + 27x + 8 -(6x2 + 24x) 3x ...
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Anonymous
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