Let’s P divide the line joining A and B and let it divide the segment in the ratio k:$1$
Now, by using the section formula for the y – coordinate we have
$2=(-3k+5)/(k+1)$
$2(k+1)=-3k+5$
$2k+2=-3k+5$
$5k=3$
$k=3/5$
so, P divides the line segment AB in the ratio of $3:5$
By Using the value of k, we get the x – coordinate as
$x=12+60/8=72/8=9$
Hence, the coordinates of point P is $(9,2)$