Question

P and Q are points of trisection of a line segment joining point A (-4,3) and B(8,-15). Q is nearer to B. find the coordinates of Q.​

Answer 1

Answer:

jpchxizigzgiztiztiztizjgzkgzogzgixohxgoxgoxgoxkhxgoxohxohxih

Step-by-step explanation:

gixoyxitxitxxtixitsriaauraurautigxohxhocjcojcojcojvpjvojcohcohxoydyisitaruayeYrTuzgixkhcpjvljvlk

Answer 2

Answer:

Q(4,-9)

Step-by-step explanation:

AB is the line trisected by P and Q.

Q is near to B. So the line segment AQ and QB will be in ratio 2:1.

The equation to find coordinates of a point between a line segment is

((m×x2+n×x1)/(m+n),(m×y2+n×y1)/(m+n))

where m:n is the ratio and

(x1,x2) and (y1,y2) are the coordinates of the line segment.