Question #162554
Calculate the molality of the a. 0.050 g CO2 in 652 g of H2O, b. 56 g NH3 in 200 g of H2O, c. 3.21 g C6H12 in 2.3 g of benzene (C6H6).
1
Expert's answer
2021-02-15T02:48:07-0500

a) Moles of CO2=CO_2= 0.050CO2×0.050CO_2\times 1molCO244.01gCO21 molCO_2\over 44.01gCO_2 =0.0011molCO2=0.0011molCO_2

1g=0.001L1g=0.001L

Liter of solution=0.652L0.652L

Molarity== MolesofsoluteliterofsolutionMoles of solute\over liter of solution

== 0.0011mol0.652L0.0011mol \over 0.652L 0.00174mol/L0.00174mol/L


b) Moles of NH3=56gNH3×NH_3=56gNH_3\times 1molNH317.03gNH31mol NH_3\over 17.03gNH_3 =3.289molNH3=3.289mol NH_3

Liter of solution=0.2L=0.2L

Molarity=Molesofsoluteliterofsolution=Moles of solute\over liter of solution

=3.289mol0.2L=3.289mol\over 0.2L =16.44mol/L=16.44mol/L


c) Moles of C6H12=C_6H_{12}= 3.21gC6H12×3.21gC_6H_{12}\times 1molC6H1284.16gC6H121molC_6H_{12}\over 84.16gC_6H_{12} =0.0381molC6H12=0.0381molC_6H_{12}

Liter of solution=0.0023L=0.0023L

Molarity== MolesofdiluteliterofsolutionMoles of dilute\over liter of solution

== 0.0381mol0.0023L0.0381mol\over 0.0023L 16.56mol/L16.56 mol/L


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