From the divisions done in the line segment AB, segment CG is also one-fourth of the segment CB.
(abscissa) (6 - -3) / 4 = 2.25
(ordinate) (-3 - - 3) / 4 = 0
Add this values to the coordinates of C (-3, -3)
abscissa : -3 + 2.25 = -0.75
ordinate : -3 + 0 = -3
Thus, the coordinate of point G are (-0.75, -3). The answer is letter C.
V = n X V(cube)
<u>Explanation:</u>
Given:
Side of the cube,a = 
Volume of the cube = a³
So, the volume of the cube, V is
V(cube) = 
V(cube) = 
Let the number of cubes be n
Let V be the volume of the rectangular prism
Volume of rectangular prism = number of cubes X volume of cubes
V = n X V(cube)
If the number of cubes are known then substitute the value in the above given formula.
1/10. You can do this by dividing both numbers by three. Hope this helped!