Question

Describe how the graph of y=2x is different from the graph of y=2x-7.

Pick all that apply.
They are not parallel to each other.
They are not parallel to each other.

One goes through the origin the other does not.
One goes through the origin the other does not.

Y will equal different values for when x = 0.
Y will equal different values for when x = 0.

One slope is positive, one slope is negative.
One slope is positive, one slope is negative.

Answer 1

Answer:

Both graphs have the same slope, that is the same, but the thing that is different is the second equation starts at a y-int of -7, versus the first starting at 0.

Step-by-step explanation:

trust me

Answer 2

Answer:

They are parallel to each other. One goes through the origin the other does not. y will equal different values for when x =0.

Step-by-step explanation:

The slopes are parallel because they both have 2x. y = 2x goes through the origin because it does not have a y-intercept. They are both positive slopes. Each y is different because of the -7.