Question

Write -9t+9 as the product of two factors in a way that is not shown in the Example. Explain how you found it.

Answer 1

Answer:

-9t+9

Step-by-step explanation:

1. Review given problem $\left(-3t+3\right)+\left(2-2t\right)+\left(-4t+4\right)$

2. Remove parentheses $(a)=a$

$=-3t+3+2-2t-4t+4$

3. Group like terms

$=-3t-2t-4t+3+2+4$

4. Add similar elements: $-3t-2t-4t=-9t$

$=-9t+3+2+4$

5. Add the numbers: $3+2+4=9$

$=-9t+9$

$=9 (1 - t)$

$=9 - 9 t$

$=-9 (t - 1)$

I tried making this one more organized, took a little longer but much more understandable.

If you have any questions feel free to ask in the comments

Answer 2

Answer:

9·(-t - 1)

Step-by-step explanation:

9·(-t - 1) is this expression in factored form (product of two factors)