Respuesta :

The mole fraction of NaCl in  a mixture : 0.195

Further explanation

The mole fraction shows the mole ratio of the compound to the moles of the mixture/solution

Can be formulated :

[tex]\tt x_1=\dfrac{n_1}{n_{tot}}[/tex]

n tot = n₁+n₂+....nₙ

a mixture of 0.564 g NaCl, 1.52 g KCI, and 0.857 g LiCl

  • mol NaCl (MW=58.44 g/mol)

[tex]\tt \dfrac{0.564}{58,44 g/mol}=0.0097[/tex]

  • mol KCl(MW=74.55 g/mol)

[tex]\tt \dfrac{1.52}{74.55}=0.02[/tex]

mol LiCl(MW=42,394 g/mol)

[tex]\tt \dfrac{0.857}{42,394 g/mol}=0.02[/tex]

n total =

[tex]\tt 0.0097+0.02+0.02=0.0497[/tex]

the mole fraction of NaCl :

[tex]\tt \dfrac{0.0097}{0.0497}=0.195[/tex]

Answer:0.192 for acellus

Explanation:

Q&A Education