Answer:
so the 4th option
Explanation:
So we know the link will be in slope-intercept form which is y=mx+b
It gives us the slope ("m") so we can fill in that part of the equation:
y =
x + b
The line has to pass through a certain point, so to find our b (the y-intercept of the line) we will plug in that point and solve for b:

Now we solve:

Now we have our b, we will plug it into the part of the equation we have, and bam, there is our answer!
