Refer to the coordinate grid. Find point X on
such that the ratio of AX to XB is 1:3.

Answer: Coordinate in units: (2,1.25)
Step-by-step explanation:
XB=AX*3
AX+XB=AB
AX+(AX*3)=AB
AX*4=AB
AX*4=9
AX=2.25
X=-1+2.25
X=1.25 units
Coordinate in units: (2,1.25)