An empty Erlenmeyer flask weighs 241.3 g. When filled with water (d = 1.00 g/cm³), the flask and its contents weigh 489.1 g.
(b) How much does the flask weigh when filled with chloroform (d 5 1.48 g/cm³)



Answer :

The answer is- Mass of flask = 608.04 g

Density (d) is defined as mass of substance divided by its volume. Thus, if mass and density are known, then Volume can be determined.

What is the formula of  mass in terms of density?

  • Let mass of substance be 'm' and volume be 'V'. Thus, as per the definition of density, it is expressed as-

[tex]d = \frac{m}{V}[/tex]

Thus, mass can be expressed as-

[tex]m = d * V[/tex]

  • Now, mass of empty flask = 241.3 g and the mass of  (flask + Water) = 489.1 g.

Thus, mass of water = [tex]489.1\ g- 241.3\ g = 247.8\ g[/tex].

  • Thus, mass of water = 247.8 g and density of water =[tex]1.00\ g/cm^3[/tex]. Its volume is calculated as-

[tex]V = \frac{247.8\ g}{1.00\ g/cm^3}=247.8\ cm^3[/tex]

  • Volume of flask = 247.8 [tex]cm^3[/tex] .
  • Then when this flask is filled with chloroform (d =[tex]1.48 g/cm^3[/tex]), the mass of chloroform is-

[tex]m = d * V = (1.48\ g/cm^3) * (247.8\ cm^3)= 366.74\ g[/tex]

  • Hence, the mass of flask becomes =[tex]241.3\ g + 366.74\ g = 608.04\ g[/tex]

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