Answer:
y= 2/11 x +(41/11)
Explanation:
The equation of any line is
y=mx+b
where m is the slope and b an offset
To obtain that equation we need at least two points from that line.
The points were given, and they are the following:
p1= (-4,3)
p2 = (7,5)
The slope is given by the following equation
m= (y2-y1)/(x2-x1)
By evaluating those points we have that m= 2/11
To obtain b, we nee to evaluate the equation in any point from the line, like p2.
5= 2/11 * 7 +b
We obtain from there that b= 5-14/11
thus
the equation of our line is y= 2/11 x +(5-14/11)