Question

2. Did you find like terms among the collected terms of the numerator? What did you do
1. What did you do to the numerators? What did you do too to the denominators?
Questions:
to terms?
3. What factoring technique did you apply?
4. How did you simplify your sum?​

Answer 1

Answer:

Since denominator is same, so numerator is added.

yes there are two pair of like terms in numerator 5x and x and other

Step-by-step explanation:

- 3 and - 9.

The technique used is take out common factors

(6x - 12)/6

= 6(x - 2)/6

= x - 2

Answer 2

Answer:

1. We simply add both the numerators and remain same the denominator.

2. Yes, i find like terms among the collected terms of the numerators.

= $\frac{5x-3+x-9}{6}$

=$\frac{5x+x-3-9}{6}$

=$\frac{6x-12}{6}$

3. Factors, $\frac{6(x-2)}{6}$

4. x-2

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