No. The pressure depends on the depth, and on the density of the liquid, which is presumably more or less the same in this case.
No, the pressure is the same; it is only a function of depth not area; assuming both are fresh water
no it will not be greater are greater it does not matter
The pressure at the same depth in any container doesn't depend on the size of the container. The pressure one meter below the surface is the same in a pond, a lake, a swimming pool, the middle of the Pacific Ocean, or a bath-tub.
The deeper water in the pitcher, of course. The pressure doesn't depend on the lateral size of the body of water, only the depth. Otherwise, you woudn't be able to dip a toe in the ocean!
Dams must hold back water of a certain depth, determined by the height of the dam. The pressure exerted by this water on the dam is dependent in part by its depth, since the base of the dam must be able to hold pressures exerted by the weight of all the water above the base. Since the pressure is greater at the base, the dam is broader at the base.
The area over which a force acts, is proportional to the pressure. When the area is large then, the pressure acted on it is also large, so the force is greater.
Most winds on earth are produced by pressure differences. The greater the pressure change over a given distance, the greater the wind speed. Tornadoes produce a large pressure drop over a very short distance, resulting in extremely high winds.
swimming and track running both require a large lung capacity as does singing
Intense low pressure at the tornado's center produces the wind. Most winds on earth are produce by pressure differences. The greater the difference over a given area, the greater the wind speed. Tornadoes produce a very large pressure drop over a short distance due to a steep pressure gradient.
There is less air higher in the sky so the pressure is less. At sea level, all the air above a certain space exerts pressure. There's also more air, so the pressure is greater. Like any material, air becomes heavy in large enough quantities.
LaPlace's law
so that the pressure exerted will be over a large area, giving the bulldozer powerr to travel through hardmaterial. The greater the area over which the force (weight)acts, the less the pressure
The area over which a force acts, is proportional to the pressure. When the area is large then, the pressure acted on it is also large, so the force is greater.