ADDITIONAL 100 POINTS PLS HELP ASAP follow up question ( first question on log )

As the cube gets bigger, the volume increases much more rapidly than the surface area, because the volume increases as the cube of the linear dimension, but the surface area increases as the square. This relationship applies, not just to cubes, but to spheres and any other fixed shape. Similarly when length is tripled (x = 3) surface area is increased ninefold (32 = 9) and volume is increased twenty-sevenfold (33 = 27). The increase in volume is always greater than the increase in surface area.
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Variables:
Ssurface area (units squared)
Vvolume (units cubed)
llength (units)
rradius (units)

1935/10,000= 387/2000the answer to the question is c