It depends on percentage related to WHAT! You cannot express surface area as a percentage of volume since the dimensions are different. So the only percentage you can have is the suface area of the smaller rock as a percentage of the surface area of the larger rock. In that case, the answer, not surprisingly, is that the smaller rock has the smaller percentage surface area.
It depends on percentage related to WHAT! You cannot express surface area as a percentage of volume since the dimensions are different. So the only percentage you can have is the suface area of the smaller rock as a percentage of the surface area of the larger rock. In that case, the answer, not surprisingly, is that the smaller rock has the smaller percentage surface area.
It depends on percentage related to WHAT! You cannot express surface area as a percentage of volume since the dimensions are different. So the only percentage you can have is the suface area of the smaller rock as a percentage of the surface area of the larger rock. In that case, the answer, not surprisingly, is that the smaller rock has the smaller percentage surface area.
It depends on percentage related to WHAT! You cannot express surface area as a percentage of volume since the dimensions are different. So the only percentage you can have is the suface area of the smaller rock as a percentage of the surface area of the larger rock. In that case, the answer, not surprisingly, is that the smaller rock has the smaller percentage surface area.
No, that will indicate the percentage the smaller number is of the larger number.
Smaller animals have a higher metabolism compared to larger animals because they have a higher surface area-to-volume ratio, which means they lose heat more quickly and need to generate more energy to maintain their body temperature.
Smaller mammals have a higher respiration rate than larger mammals because they have a higher metabolic rate relative to their body size. This is necessary to support their energy needs, as they lose heat more quickly due to their higher surface area to volume ratio.
The luminosity of a star is related to its surface temperature and size. Hotter stars with larger surface areas tend to have higher luminosities, while cooler stars with smaller surface areas have lower luminosities.
The capacitance of parallel-plate capacitors increases with the surface area of the plates. This means that capacitors with larger surface areas have higher capacitance compared to capacitors with smaller surface areas.
The object with the larger surface area will experience a higher air resistance force, leading to a lower terminal velocity compared to the object with a smaller surface area of the same mass. This is because the larger surface area increases the frictional force acting against the object's motion.
Smaller bouncy balls bounce higher than larger ones because they have less mass and experience less air resistance when they bounce. This allows them to conserve more of their initial energy and bounce higher with each rebound.
Leaf size and stomatal density have an inverse relationship – larger leaves tend to have lower stomatal density, and smaller leaves tend to have higher stomatal density. This is because larger leaves have a greater surface area available for gas exchange, so they require fewer stomata per unit area compared to smaller leaves. Conversely, smaller leaves need higher stomatal density to facilitate sufficient gas exchange with their smaller surface area.
That's because evaporation occurs at the surface.
Subtract smaller from larger, divide answer by larger. (L-S)/L
No, it is not necessarily true that larger things have smaller volume compared to smaller things. The volume of an object is determined by its dimensions and can vary depending on the shape and size of the object. Larger things can have larger volumes than smaller things if their dimensions are proportionally larger.
Larger surface areas have more molecules exposed to the surrounding environment, increasing the chances of molecules with sufficient energy to overcome the intermolecular forces and evaporate. This leads to a higher rate of evaporation compared to objects with smaller surface areas, where fewer molecules are available to evaporate.