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What are the quantities of density?

Updated: 9/19/2023
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13y ago

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Density is measured in units of mass divided by volume. The SI unit is kilograms/meter3.

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Q: What are the quantities of density?
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Related questions

Which pair of quantities determines the density of a material?

Density = Mass/volume Therefore the quantities are mass (g) and volume (cm3)


What are 2 kinds of derived quantities?

It is area and density.


How do you Differentiate fundamental quantities and derived quantities form of physics?

Fundamental quantities are those which do not depend on other quantities. (i.e. temperature, mass, length)Derived quantities are those which depend on fundamental quantities. (i.e. force, volume, density)


The units of density are a ratio of what two quantities?

Weight (divided by) Volume


What 2 properties of an object determine its density?

The formula for density is an object's mass, divided by its volume. If you have both those quantities, you can determine the object's density.


What two quantities must be measured in order to find the density?

volume and mass


What two quantities do you need to know in order to caculate density?

mass and volume


What two quantities do you need to know in order to calulate density?

Mass and Volume


What is the density of a metal block that has a mass of g and a volume of cm?

Density = g / Cm Assuming g is in a unit of mass, and Cm is in a unit of volume, If these are not the units of the quantities given then the result will not be density, instead it will be gibberish! The units of the quantities going into an equation are more important than the values.


What two quantities do you need to measure in order to determine density of an object?

mass and volume


What two quantities do you need to measure in order to determine the density of the object?

mass and volume


What is the dimension of force if density and frequency and acceleration due to gravity are the bare quantities?

Frequency and density aren't involved as 'bare quantities' in force. The bare quantities that constitute force are mass, length, and time, and the physical dimension of force is (mass) x (length)/(time)2 . The 'length' and 'time' combine to result in (length)/(time)2, and that's the 'acceleration' that you did include.