We were given two points to find the equation of the line, these are (4,3) and (5,5).
We need to find the point-slope form, which can be writen as follow:

Where (y1,x1) is one point on the line and "m" is the slope of the line. We first need to find the slope:

Where (y1,x1) and (x2,y2) are the two known points. We can find the slope by applying the two points given to us:

We can know write the expression of the line:
