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density is the inverse of specific volume; in this case 1/.001865 = 536.2 pounds per cubic foot

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7y ago
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7y ago

It is 536 lbs/ft^3.

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Q: Specific volume of red brass is 0.001865 ft3lb. what would be its density?
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What is the density of a brass nut mass 34 g volume 4centimeter cube?

The density of the brass nut can be calculated using the formula: Density = Mass/Volume. Density = 34g / 4 cm³ = 8.5 g/cm³. Therefore, the density of the brass nut is 8.5 g/cm³.


What is the mass of a brass cube that measures 0.3 m on each side if the density of brass is 8470?

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What is the Formula to calculating the weight of BRASS?

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Does copper and brass have the same density?

No, copper and brass do not have the same density. Copper has a density of around 8.96 g/cm³, while brass, which is an alloy of copper and zinc, has a density that varies depending on the specific composition. Generally, brass has a lower density than copper due to the addition of zinc.


The specific volume of red brass is 001865ft3lb what would its density be?

Density (how many pounds one cubic foot of a substance weighs) is found by dividing 1 by the specific volume (how many cubic feet are occupied by one pound). Using your numbers, that works out to 1/.001865=536 Pounds per cubic foot. This however is incorrect, since the specific volume of re brass is actually .001825 cu ft/lb., making the correct answer 548 lbs./cu ft. Question 12 from Unit 2 of Bill Whitman's text book, Refrigeration and Air Conditioning Technology, which you must be using was written wrong. Sincerly, Mr. Wise's RF100 Class


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The density of the brass block and brass cylinder should be very similar since they are both made of the same material, brass. Density is a physical property that is unique to each material and is determined by the mass of the material divided by its volume. Therefore, as long as the block and cylinder are made of the same brass material, their densities should be close.


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volume of a cube = (length)3 therefore volume = 23 = 8 cm3. Mass = Density * Volume = 8 * 8 = 64 g.


What is the density of a 2.50 centimeter brass cube and 136.95 grams?

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