Question

distribute and then combine like terms. 2(3a-6b)+c-4a+b

Answer 1

Answer:

2a-11b+c

Explanation:

Given the expression:

$2\left(3a-6b\right)+c-4a+b$

First, we distribute:

$\begin{gathered} =2\left(3a)-2(6b\right)+c-4a+b \\ =6a-12b+c-4a+b \end{gathered}$

Next, we bring the like terms together in order to combine them:

$=6a-4a-12b+b+c$

Make sure the number of terms is the same when you rearrange ( in this case 5).

Then we combine to obtain:

$=2a-11b+c$