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∙ 14y ago63 kg = 617N 617/180 = 3.43 N/cm2 or 34 300 Pascal while standing on one foot with two significant digits (mass was given with an accuracy of two digits) 17Kpa (kiloPascal) if he is standing with both feet weight evenly distributed across the soles of his feet.
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∙ 14y agoThe pressure exerted on the ground can be calculated by dividing the weight of the person by the area under one foot. In this case, the pressure would be 63 kg divided by 0.018 m^2 (since 180 cm^2 is equal to 0.018 m^2), resulting in 3500 Pa of pressure exerted on the ground by the person standing.
Examples of normal force include the force exerted by a surface to support an object placed on it, such as the force exerted by the ground on a person standing, or the force exerted by a bookshelf on a book placed on it.
The force exerted by a person on the ground is the same whether they are standing up or laying down, as it is determined by their weight. The only difference is the distribution and contact area of the force between the feet when standing versus the whole body when laying down.
The pressure on the ground is greater when a man is standing because his weight is concentrated on a smaller area compared to when he is lying down. Standing increases the pressure because the force of his weight is divided over a smaller contact surface with the ground, leading to higher pressure.
The force of a high heel can be calculated using the formula Force = Pressure x Area. To calculate the pressure, divide the weight of the person wearing the high heel by the area of the heel that contacts the ground. This will give you the force exerted by the high heel on the ground.
The buoyant force exerted on a person by the atmosphere decreases as they climb a high mountain due to the lower atmospheric pressure at higher altitudes. This decrease in pressure results in less force being exerted against the person's body.
Examples of normal force include the force exerted by a surface to support an object placed on it, such as the force exerted by the ground on a person standing, or the force exerted by a bookshelf on a book placed on it.
standing up, did this on web assign
The force exerted by a person on the ground is the same whether they are standing up or laying down, as it is determined by their weight. The only difference is the distribution and contact area of the force between the feet when standing versus the whole body when laying down.
The pressure on the ground is greater when a man is standing because his weight is concentrated on a smaller area compared to when he is lying down. Standing increases the pressure because the force of his weight is divided over a smaller contact surface with the ground, leading to higher pressure.
The force of a high heel can be calculated using the formula Force = Pressure x Area. To calculate the pressure, divide the weight of the person wearing the high heel by the area of the heel that contacts the ground. This will give you the force exerted by the high heel on the ground.
The buoyant force exerted on a person by the atmosphere decreases as they climb a high mountain due to the lower atmospheric pressure at higher altitudes. This decrease in pressure results in less force being exerted against the person's body.
The systolic and diastolic pressures are the pressure exerted against the artery walls. This will vary from person to person. There is no one answer to your question.
The wall stays standing because of the counterforce exerted by the ground in the form of friction and compression. This force reacts to the person's push, preventing the wall from tipping over. Additionally, the wall's weight and construction provide stability against the force applied by the individual.
in which situation you exert more force downward, standing or lying horizantilly?
The pressure at 1250 feet under water is approximately 543 pounds per square inch (psi). This means that every square inch of a person at that depth would experience a pressure of 543 psi.
Because the plane is flying faster (and therefore ahead of) its own sound.
When a person skis on ice, the ice under the ski melts due to the pressure exerted by the weight of the person. After the person moves from ice, the melted ice freezes again, thus leaving no trace behind.