Force = Area*Pressure
1 Pascal = 1 N/m^2
1500N = Area*500Pa
Area = 1500N/500Pa = 3m^2
Exerting pressure is the act of applying force or weight on an object or surface. This pressure can cause a change in the state or shape of the object. Examples of exerting pressure include pushing, squeezing, or compressing an object.
The pressure exerted by a brick is the same regardless of whether it is on its side or end, as pressure is determined by the force applied over a given area. The weight of the brick remains constant, so the pressure it exerts also remains constant.
that is equal to its own weight, newton's 3rd law, action and reaction are equal and opposite
The assumption of kinetic theory that explains the pressure a gas exerts is that gas particles are in constant, random motion. This motion results in collisions between gas particles and the walls of the container, creating a force per unit area known as pressure.
To calculate the force exerted on an object in a well flowing at a given rate, you can use the formula: Force = Pressure x Area. First, calculate the pressure at the depth of the object in the well using the fluid's density, gravity, and depth. Then, determine the cross-sectional area of the object to which the pressure is being applied. Multiply these values to find the force exerted on the object.
To calculate the area, we divide the force (1500 N) by the pressure (500 Pa) to get an area of 3 square meters. For the second part, if we double the area to 6 square meters and keep the force constant at 1500 N, the pressure would be halved to 250 Pa over the new larger area.
The area of the object can be calculated using the formula for pressure: pressure = force / area. Rearranging the formula gives area = force / pressure. Plugging in the values, the area would be 3 square meters (m^2).
Exerting pressure is the act of applying force or weight on an object or surface. This pressure can cause a change in the state or shape of the object. Examples of exerting pressure include pushing, squeezing, or compressing an object.
To reduce the pressure an object exerts on the ground, you can increase the area over which the force is distributed. This can be done by using wider supports or distributing the weight of the object over a larger surface area. Another way is to decrease the force being applied to the object itself.
yes, force divided by area is pressure; its units are pounds per square inch, or newtons per square meter, for example. I you pull on an object with force over an area it is called stress
If the object is a square with sides of 3cm then the area is 0.0009 square metres.We assume the pressure was measured on Earth's surface.Weight (Newtons) = Pressure*area = (21 N/m2)*0.0009 m2 = 0.0189 Newtons.
Pressure is defined as a force per unit area directed normal to the surface.Pressure is not defined in terms of the force one object exerts on another object, but such a circumstance that certainly is an example of a pressure.Caveat: Admittedly, one could argue as to how any force could be exerted on an object if it were not in contact with another, but such is too limited an idea for a definition. One would have difficulty characterizing pressure in the depths of the ocean if one had to identify what objects were in contact. One must further note that pressure is not a vector whereas force is a vector.
The force that air exerts on a given area is called air pressure. Air pressure is the result of the weight of the air above the given area pressing down on it. This pressure can vary depending on altitude, weather conditions, and temperature.
Something weighing 50 kg can exert pressure because pressure is force applied over a certain area. So, even though an object may be heavy, the pressure it exerts depends on how that weight is distributed over a given surface area. More weight concentrated on a smaller area results in higher pressure.
The pressure exerted by a brick is the same regardless of whether it is on its side or end, as pressure is determined by the force applied over a given area. The weight of the brick remains constant, so the pressure it exerts also remains constant.
Mass = Pressure*Area
It will be double, if the area is unchanged. pressure=Force/area