This question is set up to trick you. You don't need to know how much water surrounds the dam, because it is irrelevant. Assuming the atmospheric pressure is the same for both dams, depth is the only factor that affects fluid pressure. It's simply evaluating your knowledge of basic hydrostatic principles.
So, for any depth, these two lakes have no difference in pressure.
Careful! This is a tricky question. When we're talking about the pressure on the dam, we only really care about the depth of the lakes, not their lengths. The answer is that the length of the lakes makes no difference on the pressure exerted on the dam. Thanks Mr. Sacks!
Depth and temperature affect pressure by increasing the pressure as the depth increases. As depth increases, temperature often falls.
The greater the depth, the greater the pressure.
At greater depth, the pressure increases, due to the weight of the liquid above.
as water depth increases then so does the water pressure
Careful! This is a tricky question. When we're talking about the pressure on the dam, we only really care about the depth of the lakes, not their lengths. The answer is that the length of the lakes makes no difference on the pressure exerted on the dam. Thanks Mr. Sacks!
Liquid pressure depends on depth. It can be calculated from liquid density times depth.
the pressure from the two will be the same
Divide the difference in pressure by the difference in depth.
Depth and temperature affect pressure by increasing the pressure as the depth increases. As depth increases, temperature often falls.
Water pressure increases as depth increases.
The greater the depth, the greater the pressure.
The pressure of a fluid generally increases with depth. This therefore means that at a specific depth the pressure of a fluid is constant.
At greater depth, the pressure increases, due to the weight of the liquid above.
as water depth increases then so does the water pressure
Both temperature and pressure increase with depth.
10 m depth is 2 bar pressure.