Chapter 7, Problem 7.47E

Interpretation Introduction

(a)

Interpretation:

The preparation of the given dilute solutions from the more concentrated ones is to be explained.

Concept introduction:

A solution is prepared by mixing proper amount of solute and solvent. The expression that is used to calculate the amount of dilution of solutions is shown below.

$M_1{V}_1=M_2{V}_2$

Where,

• $M_1$ is the initial molarity.

• $M_2$ is the final molarity.

• $V_1$ is the initial volume.

• $V_2$ is the final volume.

Interpretation Introduction

(b)

Interpretation:

The preparation of the given dilute solutions from the more concentrated ones is to be explained.

Concept introduction:

A solution is prepared by mixing proper amount of solute and solvent. The expression that is used to calculate the amount of dilution of solutions is shown below.

$M_1{V}_1=M_2{V}_2$

Where,

• $M_1$ is the initial molarity.

• $M_2$ is the final molarity.

• $V_1$ is the initial volume.

• $V_2$ is the final volume.

Interpretation Introduction

(c)

Interpretation:

The preparation of the given dilute solutions from the more concentrated ones is to be explained.

Concept introduction:

A solution is prepared by mixing proper amount of solute and solvent. The expression that is used to calculate the amount of dilution of solutions is shown below.

$C_1{V}_1=C_2{V}_2$

Where,

• $C_1$ is the initial concentration.

• $C_2$ is the final concentration.

• $V_1$ is the initial volume.

• $V_2$ is the final volume.

Interpretation Introduction

(d)

Interpretation:

The preparation of the given dilute solutions from the more concentrated ones is to be explained.

Concept introduction:

A solution is prepared by mixing proper amount of solute and solvent. The expression that is used to calculate the amount of dilution of solutions is shown below.

$C_1{V}_1=C_2{V}_2$

Where,

• $C_1$ is the initial concentration.

• $C_2$ is the final concentration.

• $V_1$ is the initial volume.

• $V_2$ is the final volume.