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If you reduced the volume by 0.25 then the answer is evident. Your question is very vague... If you reduced the length of one side to 3/4 it's origional... volume decrease to 33/43 or 27/64 (under half) This is because volume is proportional to length cubed. If you reduced the area of one side to 3/4 it's origional... volume would decrease to 33/2/43/2 (about 65% origional) This is because volume is proportional to length cubed and area is proportional to length squared.

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Q: If you reduced the size of a cube by one quarter would the volume be the same or different?
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What change in volume would cause the pressure of an enclosed bag to be reduced to one quarter of its original value?

Assuming it's a bag of gas at constant temperature, four times the volume by the relationship: P1V1 = P2V2


How do you calculate reduced volume?

You can calculated reduced volume by getting the starting volume and subtracting it from the finished volume For example, If I had 890ml of water and I had 155ml left, How much has the volume reduced by. 890 - 155 = 735. So the answer would be that the water has been reduced by a total of 735ml.


What would you do to find the density of a quarter?

To find the density of a quarter, you would first measure its mass using a scale. Then, you would measure its volume by water displacement, where you would measure the amount of water the quarter displaces when submerged. Finally, divide the mass by the volume to calculate the density of the quarter.


What change in volume would cause the pressure of an enclosed gas to be reduced toone quarter of its original value?

This is the reduction of volume to one-third.


How would you find the density of a quarter?

To find the density of a quarter, you would need to determine its mass and volume. You can then divide the mass of the quarter by its volume to calculate its density. The density of a quarter may vary slightly depending on the specific composition and minting process used for that particular coin.


How would the volume of a cube be affected if the length of each edge were divided by 4?

The volume would be reduced by a factor of 64.


How many US quarters would it take to fill a cylinder with a volume of 169.56 cubic inches?

The radius of a U.S. quarter is about 0.478 inches. The thickness of a U.S. quarter is about 0.069 inches. Being cylindrical, the volume of the quarter will be πr2h: v = πr2h ∴ v ≈ 3.142 × (0.478")2 × 0.069" ∴ v ≈ 0.488 cubic inches. All you need to do then is divide volume of the cylinder by the volume of the quarter: 169.56 / 0.488 ≈ 345.41 So it would take about 346 US quarters to fill such a cylinder.


If the height of a cylindrical barrel is reduced from 12 feet to for feet what happens to the vlume of the barrel?

The volume of the cylindrical barrel would decrease since the volume of a cylinder is directly proportional to its height. The volume would decrease by a factor of 9/16, since volume is calculated by multiplying the base area (ฯ€r^2) by the height.


If the pressure of a gas in a container is 10psi what will the pressure be in the volume of the container is reduced to one-half of its original size?

If the volume of the container is reduced to one-half of its original size, the pressure will increase proportionally according to Boyle's Law. So if the original pressure was 10 psi, then the new pressure would be 20 psi when the volume is reduced by half.


What would happen to the volume of the gas inside the cylinder if you reduce the kelvin temperature to half its original value while holding the pressure constant?

The volume of the gas would decrease by half as well according to Charles's Law, which states that the volume of a gas is directly proportional to its Kelvin temperature when pressure is constant. If the Kelvin temperature is reduced to half its original value, the volume of the gas will also be reduced by half.


What would make the volume of 3 identical marbles different?

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Volume of octagon?

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