The following procedure can be used to determine the upthrust of a body using Archemede's principle. i) Determine the weight of the body using spring balance and record it as W1. ii) Pour water into eureka can up to its spout. iii ) Take empty bearker, weigh it, record its weight as W2 and place it under the spout of the eureka cane. iv ) Record the weight of the body when is totally immersed in water as W3 v ) Remove the beaker and reweigh it togehter with its contents (overflowed water after immersing the stone) record the weight as W4 There fore uor upthrust of the body is given as, upthrust= loss of weight in water = W1-W2 Weight of displaced water= W4-W2 Hence upthrust =loss of weigt in water =weigth of water displaced The following procedure can be used to determine the upthrust of a body using Archemede's principle. i) Determine the weight of the body using spring balance and record it as W1. ii) Pour water into eureka can up to its spout. iii ) Take empty bearker, weigh it, record its weight as W2 and place it under the spout of the eureka cane. iv ) Record the weight of the body when is totally immersed in water as W3 v ) Remove the beaker and reweigh it togehter with its contents (overflowed water after immersing the stone) record the weight as W4 There fore uor upthrust of the body is given as, upthrust= loss of weight in water = W1-W2 Weight of displaced water= W4-W2 Hence upthrust =loss of weigt in water =weigth of water displaced The following procedure can be used to determine the upthrust of a body using Archemede's principle. i) Determine the weight of the body using spring balance and record it as W1. ii) Pour water into eureka can up to its spout. iii ) Take empty bearker, weigh it, record its weight as W2 and place it under the spout of the eureka cane. iv ) Record the weight of the body when is totally immersed in water as W3 v ) Remove the beaker and reweigh it togehter with its contents (overflowed water after immersing the stone) record the weight as W4 There fore uor upthrust of the body is given as, upthrust= loss of weight in water = W1-W2 Weight of displaced water= W4-W2 Hence upthrust =loss of weigt in water =weigth of water displaced The following procedure can be used to determine the upthrust of a body using Archemede's principle. i) Determine the weight of the body using spring balance and record it as W1. ii) Pour water into eureka can up to its spout. iii ) Take empty bearker, weigh it, record its weight as W2 and place it under the spout of the eureka cane. iv ) Record the weight of the body when is totally immersed in water as W3 v ) Remove the beaker and reweigh it togehter with its contents (overflowed water after immersing the stone) record the weight as W4 There fore uor upthrust of the body is given as, upthrust= loss of weight in water = W1-W2 Weight of displaced water= W4-W2 Hence upthrust =loss of weigt in water =weigth of water displaced
Upthrust, also known as buoyant force, can be determined by the weight of the water displaced by an object. The upthrust is equal to the weight of the water that is pushed aside by the object when it is submerged. This can be calculated using Archimedes' principle.
yes
First, measure the mass of the water in the bathtub using a scale. Next, immerse yourself completely in the water and measure the increase in water level using a measuring cup. This increase in volume of water displaced is equal to your body volume. Finally, apply Archimedes' principle which states that the buoyant force acting on an object is equal to the weight of the water displaced, to calculate your mass.
Buoyant force is a force exerted by a fluid that opposes the weight of an object immersed in the fluid. The strength of the buoyant force depends on the volume of the fluid displaced by the object. It can be calculated using Archimedes' principle, which states that the buoyant force is equal to the weight of the fluid displaced.
Same as his weight
You can determine if an object will float or sink by comparing its density to the density of the fluid it is placed in. If the object is less dense than the fluid, it will float; if it is more dense, it will sink. By using Archimedes' principle, you can calculate the buoyant force acting on the object to determine its buoyancy.
If you dropped the object into the beaker instead of submerging it, you would not be able to accurately measure the volume of the displaced water. The Archimedes' Principle method relies on the accurate measurement of the volume of water displaced by the object when it is fully submerged to determine its density. Dropping the object instead would introduce inaccuracies into the calculation.
It is called the method of equilibrium
By using Archimedes principle which is by immersing the object in water and noting its displacement by its apparent loss of weight when suspended on a balance
You can determine if an object will float by comparing its weight to the weight of the fluid it will be placed in. If the object weighs less than the weight of the fluid it displaces, it will float. This can be calculated using Archimedes' principle.
The upthrust of an object can be measured by determining the difference between the object's weight in air and its weight when immersed in a fluid. This difference in weight is equal to the upthrust force acting on the object. It can be calculated using the formula: Upthrust = Weight in air - Weight in fluid.
The Archimedes Screw, which is used for "pumping" water. The Archimedes Principle, which basically states that an object immersed in water, is buoyed up by a force equal to the weight of the fluid displaced by the object. He also described the principles of using a lever for lifting objects and remarked: "Give me a place to stand on, and I will move the Earth." He may have destroyed enemy ships by using a "heat ray" from concentrated sunlight He also made a lot of work in mathematics.