Answer :
Explanation:
First we state the coordinates of VW.
V = (1, 5)
W = (13, 14)
The ratio = 3:1
We would apply a formula to do the partition:
[tex](x,\text{ y) = (}\frac{mc\text{ + na}}{m\text{ + n}},\text{ }\frac{md+nb}{m\text{ + n}})[/tex]m:n = 3:1
m = 3, n = 1
(a, b) = (1, 5)
(c, d) = 13, 14)
Inserting the above into the formula:
[tex](x,\text{ y) = (}\frac{3(13)+1(1)}{3+1},\text{ }\frac{3(14)+1(5)}{3+1})[/tex][tex]undefined[/tex]