The cube will cool down faster because it has a larger surface area that the sphere. The cube has more area exposed to the surrounding environment, which allows it to cool down more quickly.
I think both will cool down the same time since they both have the same temperature and the diameter of the circle and the side of the cube are the same and in the same space of a surrounding temperature.
So the cooling speed is likely to run at the same rate.
The 1 meter side cube will cool faster than the 1 meter diameter sphere.
The rate of cooling depends primarily on the object's surface area to volume ratio. Objects with a higher surface area relative to their volume lose heat faster. For a given size constraint (in this case, either a 1m side length or a 1m diameter), the cube has a greater surface area to volume ratio than the sphere.
I think cube must cool off faster
Cube ! No brainer
The cube will cool down faster because it has a larger surface area that the sphere. The cube has more area exposed to the surrounding environment, which allows it to cool down more quickly.
I think both will cool down the same time since they both have the same temperature and the diameter of the circle and the side of the cube are the same and in the same space of a surrounding temperature.
So the cooling speed is likely to run at the same rate.
The 1 meter side cube will cool faster than the 1 meter diameter sphere.
The rate of cooling depends primarily on the object's surface area to volume ratio. Objects with a higher surface area relative to their volume lose heat faster. For a given size constraint (in this case, either a 1m side length or a 1m diameter), the cube has a greater surface area to volume ratio than the sphere.
the cube is faster
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Obviously, the cube will cool faster.