Question

Which value of x would make NO || KJ?

A. 1 (x + 2) in
B. 6 (x - 3) in
C. 8 (x - 4) in
D. 10 (x in)

Answer 1

The value of x that would make NO parallel to KJ is option B. 6 (x - 3) in.

Step-by-step explanation:

From the given options, the value of x that would make NO parallel to KJ is option B. 6 (x - 3) in. To determine this, we need to look at the equation provided and identify the expression that represents the slope of the line NO. The equation given is in the form y = mx + b, where m represents the slope. In this case, the expression x - 3 represents the slope of the line NO. Since we want the lines NO and KJ to be parallel, their slopes must be equal. Therefore, the correct value for x is 6, which makes the slope of NO equal to the slope of KJ.