On a coordinate grid pq , has the endpoints -p(-2, -11) ans q(13,4) what is the
location of a point r on pq that is two-fifths of the way from p to q?

answers in pic

B. (4,-5)

Step-by-step explanation:

We are given the end-points P = (-2,-11) and Q = (13,4).

The point R is located two-fifths on the way from P to Q.

So, we get that, the ratio sides PQ and QR is 2 : 3

Using the Ratio Formula, we have,

The co-ordinates of the point between and ( having ratio are given by,

That is we have,

R =

i.e. R =

i.e. R =

i.e. R = (4,-5)

Thus, the co-ordinates of R is (4,-5).

Hence, option B is correct.

35 is an outlier

step-by-step explanation: