Question

In: Chemistry

Answer the following and express your answer using two significant figures. Calculate the grams of solute...

Answer the following and express your answer using two significant figures. Calculate the grams of solute needed to prepare each of the following solutions.

A) 1.6 L of a 4.5 M NaOH solution

B) 7.0 L of a 0.20 M CaCl2 solution

C) 180 mL of a 3.50 M NaNO3 solution

Solutions

Expert Solution

A) Molarity of a solution = no.of moles of solute/volume of solution in litres

                                        M = n/V (mol/L)

                                      4.5M = n/ 1.6L

n= 4.5M * 1.6L   

        = 7.2 moles

The amount of NaOH in 7.2 moles = (no.of moles) 7.2 * molecular mass of NaOH

Molecular mass of NaOH = 40 g/mol

The amount of NaOH in 7.2 moles = 7.2 mol* 40 g/mol

                                                        = 288g

                                                        = 290g (two significant figures)

B) 7.0 L of a 0.20 M CaCl2 solution

Molarity of a solution = no.of moles of solute/volume of solution in litres
                                        M = n/V (mol/L)

                                     0.2M = n / 7.0 L

n = 0.2M * 7.0 L

         = 1.4 moles

The amount of CaCl2 in 1.4 moles = (no.of moles) 1.4 * molecular mass of CaCl2

                                                       = 1.4 mol * 111 g/mol

                                                       = 155.4g

                                                       = 160g (to two significant figures)

C) 180 mL of a 3.50 M NaNO3 solution:

Molarity of a solution = no.of moles of solute/volume of solution in litres
                                        M = n/V (mol/L)

                                       3.5M = n / 0.18L

n = 0.63 moles

The amount of NaNO3 in 0.63 moles = (no.of moles) 0.63 * molecular mass of NaNO3

                                                       = 0.63 mol * 85 g/mol

                                                      = 53.55 g

                                                      = 54 g ( to two significant figures)


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