What is heavier on the surface of the earth- 1 m3 of cotton or 1 m3 of iron-Given- -iron - -cotton- where - denotes density

From definition of density, Density =MassVolume Mass = Density×Volume It is given that volume of iron and cotton is the same (1 m^3). Also, density of iron is ...

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Standard IX

Physics

Density

What is heavi...

Question

What is heavier on the surface of the earth: $1 m^{3}$ of cotton or $1 m^{3}$ of iron?
(Given: $ρ_{i r o n} > ρ_{c o t t o n}$ , where $ρ$ denotes density)

Cotton

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Iron

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Both will have equal weights

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Both will have equal masses

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Solution

The correct option is B Iron
From definition of density,
$Density = \frac{Mass}{Volume}$
$⟹ Mass = Density \times Volume$

It is given that volume of iron and cotton is the same $(1 m^{3})$ . Also, density of iron is much more than cotton. Hence, mass of iron will be more than the mass of cotton.

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What is heavier on the surface of Earth: 1 m³ cotton or 1 m³ of Iron?{provided: ρ_iron>ρ_cotton}

Q. What is heavier on the surface of the earth:

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(Given:

ρ_{i r o n} > ρ_{c o t t o n}

, where

ρ

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Q. Provided ρ_iron>ρ_cotton, what is heavier on the surface of Earth: 1 m³ cotton or 1 m³ of Iron? :.

What is heavier on the surface of Earth: 1 m³ cotton or 1 m³ of Iron?{provided: ρ_iron>ρ_cotton}

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What is heavier on the surface of the earth: 1 m3 of cotton or 1 m3 of iron? (Given: ρiron>ρcotton, where ρ denotes density)

The correct option is B IronFrom definition of density, Density=MassVolume ⟹Mass=Density×Volume It is given that volume of iron and cotton is the same (1 m3). Also, density of iron is much more than cotton. Hence, mass of iron will be more than the mass of cotton.

What is heavier on the surface of the earth: $1 m^{3}$ of cotton or $1 m^{3}$ of iron?
(Given: $ρ_{i r o n} > ρ_{c o t t o n}$ , where $ρ$ denotes density)

The correct option is B Iron
From definition of density,
$Density = \frac{Mass}{Volume}$
$⟹ Mass = Density \times Volume$

It is given that volume of iron and cotton is the same $(1 m^{3})$ . Also, density of iron is much more than cotton. Hence, mass of iron will be more than the mass of cotton.