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Number four
Step by step solution
Molality can be calculated by the following formula.
From the given,
Mass of urea = 7.78 g
Let’s convert the mass of urea into moles.
Molar mass of urea = 60.055 g/mol
Let’s calculate the moles of urea.
Hence, moles of urea are 0.1295.
"Molarity= moles\/litre"
Moles = 7.78/60 =0.1297moles
Molarity= (0.1297× 0.203)/1000
= 2.63×10-3M
Number five
Moles of Lead =2.67moles
Number six
a) 35 mL (0.790 g/mL) = 27.65 g acetone
50 mL (0.789 g/mL) = 39.45 g ethyl alcohol
total = 67.1 g
( 27.65 / 67.1 )100
= 41.2 mass% acetone
b)the volume percent of ethyl alcohol in the solution
(50 / 85 )100
= 58.8 vol% ethyl alcohol
c)Convert grams from part a into moles acetone and moles EtOH.
Sum moles to get a total moles.
Then
mole fraction acetone
= (moles acetone/total moles)
=Mole fraction of ethyl alcohol = moles of ethyl alcohol/total moles
Mole fraction of acetone=0.46
Question: How many grams of sodium chloride per kilogram of water are present in a 2.7 m aqueous solution?
- Write the equation for calculating molality:
molality = moles(solute) ÷ mass(solvent in kg)
- Rearrange equation to find moles(solute):
molality = moles(solute)
mass(solvent in kg)molality × mass(solvent in kg) = moles(solute) × mass(solvent)
mass(solvent)moles(solute) = molality × mass(solvent in kg) - Identify the solute and solvent that make up the solution:
solute = sodium chloride = NaCl
solvent = water - Calculate moles of solute :
moles(solute) = molality × mass(solvent in kg)
molality = 2.7 m mass(solvent in kg) = 1 kgmoles(NaCl) = 2.7 × 1 = 2.7 mol
- Calculate mass of solute :
moles(solute) = mass(solute in g) ÷ molar mass(solute in g mol-1) Rearrange equation to find mass:
mass(solute) = moles(solute) × molar mass
moles(NaCl) = 2.7 molmolar mass(NaCl) = 22.99 + 35.45 = 58.44 g mol-1
mass(NaCl) = 2.7 × 58.44 = 157.79 g
Problem 3PE
What is the molality of a solution containing 7.78 g of urea \([(NH_2)_2CO]\) in 203 g of water?
Step-by-Step Solution:
Step 1 of 2
Molality can be calculated by the following formula.
From the given,
Mass of urea = 7.78 g
Let’s convert the mass of urea into moles.
Molar mass of urea = 60.055 g/mol
Let’s calculate the moles of urea.
Hence, moles of urea are 0.1295.
______________________
Step 2 of 2