Question

What is the value of -2|6x -y| when x-3 and y =4​

Answer 1

Answer:

• -44

Step-by-step explanation:

Given:

• -2|6x -y|
• x = -3
• y = 4

Solution:

• -2|6*(-3) - 4| =
• -2|-22| =

Absolute value is always positive, therefore |-22| = 22

• -2*22 =
• -44

Answer 2

So, we have been given the following

$-2(6x -y)$

But, we have also been given heads up that $x=-3$, and $y=4$.

So, that would mean the new equation would be the following.

$-2(6-3 -4)$

After we solve it our answer should be $2$!

If this helps then please mark me brainliest!