The thrust required for a rocket to gain altitude is proportional to its mass, and the ability of a rocket to provide thrust is proportional to the rate at which its engines can convert their fuel to energy. This is why small solid-fuel rockets gain altitude and reach escape velocity much more quickly than do huge combination-fuel vehicles like NASA’s space shuttle, which must labor tremendously to exit the earth’s atmosphere.
The explanation above depends on the validity of which one of the following assumptions?
A. The amount of thrust required to gain altitude is no greater for huge space vehicles than it is for small solid-fuel rockets.
B. Small solid-fuel rockets can move more quickly than huge combination-fuel space vehicles.
C. The ratio of mass to rate of energy conversion is smaller in small solid-fuel vehicles than it is in huge combination-fuel space vehicles.
D. There is relatively little variation in the ability of combination-fuel rockets to provide thrust.
E. The amount of thrust required by a rocket to achieve escape velocity is proportional to the mass of the fuel it carries.