Because water is denser than air.
At the bottom -- the more water on top of you, the greater the pressure.
The deeper you go, the higher the pressure ...
so 20M
10m
Try dividing 500m by 10m/s, what do you get oh yes 50s
5
what is the kinectic energy of a ball with a mass of 5kg rolling at 10m/s?
It is 3 kilometres per second.
Pressure increases the deeper you sink beneath the surface of the sea. So 20 metres below the surface has more pressure than 10 metres above the surface.
The water is pumped upwards by the atmospheric pressure acting on the surface of the water in the well. That is only strong enough to support a column of water that is 10m tall.The water is pumped upwards by the atmospheric pressure acting on the surface of the water in the well. That is only strong enough to support a column of water that is 10m tall.The water is pumped upwards by the atmospheric pressure acting on the surface of the water in the well. That is only strong enough to support a column of water that is 10m tall.The water is pumped upwards by the atmospheric pressure acting on the surface of the water in the well. That is only strong enough to support a column of water that is 10m tall.
No, it is not. 9000mm=9m which is less than 10m.
Yes. 10m/s^2 is only slightly greater than the surface gravity on Earth (9.8m/s^2). The surface gravity of a planet is not terribly important to its ability to keep water liquid so long as it can maintain decent atmospheric pressure. Saturn's largest moon Titan has a surface pressure greater than Earth does, despite gravity being only about 1.3 m/s^2.
no they are the same
Assuming that you are determining the surface area of a rectangle, in order to perform the calculation you would multiply the length (10m) by the width (2m):Surface Area = Length x WidthSurface Area = 10m x 2mSurface Area = 20m^2
yes 10.0m - 1.2m = 8.8m
Just below 10M.
Atmospheric pressure exerts more force on you if you are deeper than 10 meters. At 10m below sea level the atmospheric pressure is double that of on land and it increase with every 10 metres that you descend
1 atmosphere for every 10m
97.968 kPag
At a greater depth, there is a greater pressure, period. The amount of water in the dam is irrelevant.