when solving $|5k + 6| = 39$ what two equations would we set up to allow us to get rid of the absolute value…

when solving $|5k + 6| = 39$ what two equations would we set up to allow us to get rid of the absolute value bars?\na $5k + 6 = 39$\nb $5k - 6 = -39$\nc $-5k + 6 = 39$\nd $5k + 6 = -39$

when solving $|5k + 6| = 39$ what two equations would we set up to allow us to get rid of the absolute value bars?\na $5k + 6 = 39$\nb $5k - 6 = -39$\nc $-5k + 6 = 39$\nd $5k + 6 = -39$

Answer

Explanation:

Step1: Recall absolute value property

For (|x| = a) ((a\geq0)), (x=a) or (x = -a). Here (x = 5k+6) and (a = 39). So we get (5k+6=39) or (5k + 6=-39).

Answer:

A. (5k + 6=39), D. (5k + 6=-39)