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The mass of an object is shown on a triple beam balance. It is displacing water. (Image Below)


Volume of water displaced = 94.60 cm3


Answer the following questions:

Mass =

Density =


Please have both mass and density in your answer. (Preferably in bold.)

The mass of an object is shown on a triple beam balance It is displacing water Image BelowVolume of water displaced 9460 cm3Answer the following questionsMass D class=

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cristisp93

Answer:

mass = 206.5 g

density = 2.18 g / cm³

Explanation:

mass of the object = 206.5 grams

volume of the object = volume of water displaced = 94.60 cm³

Now we can calculate the density using the following formula:

density = mass / volume

density = 206.5 / 94.60 = 2.18 g / cm³

Answer:

Mass of an object is 206.5 g. And density of an object is [tex]2.183 g/cm^3[/tex].

Explanation:

In the given figure:

Mass of an object = M

In the given image of triple beam balance.

The two arrows showing mass of the object on 100's gram scale , 10's gram scale, along with rider placed in the middle of 6 and 7 on the 1's gram scale.

200 g + 00 g +[tex]\frac{6+7}{2}[/tex] g =206.5 g

M = 206.5 g

Volume of water displaced by an object ,V= [tex] 94.60 cm^3[/tex]

[tex]Density=\frac{Mass}{Volume}[/tex]

[tex]Density=\frac{M}{V}=\frac{206.5 g}{94.60 cm^3}=2.183 g/cm^3[/tex]

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