The mass percent of H 2 O 2 in the commercial hydrogen peroxide solution is to be calculated. Concept Introduction: In balanced redox reaction , each of the atom on both sides of reactions is equal. Relation between density ( d ) and volume ( V ) is: d = m V Here, m is mass. The expression of mass percent in terms of mass solution is: Mass percent = Mass solute Mass solution × 100 % In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

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Answer 1

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Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

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Answer 2

Question

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

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Check out a sample textbook solution

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Answer 3

Question

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

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Check out a sample textbook solution

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Answer 4

Question

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

Expert Solution & Answer

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Check out a sample textbook solution

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Answer 5

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

Answer 6

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

Answer 7

Chapter 16, Problem 101E

Interpretation Introduction

Interpretation: The mass percent of $H2O2$ in the commercial hydrogen peroxide solution is to be calculated.

Concept Introduction: In balanced redox reaction, each of the atom on both sides of reactions is equal.

Relation between density $(d)$ and volume $(V)$ is:

$d=mV$

Here, $m$ is mass.

The expression of mass percent in terms of mass solution is:

$Mass percent=Mass soluteMass solution×100%$

In this solution, first the given equation is balanced and then, with the help of a balance chemical equation, the no. of moles of hydrogen peroxide that reacts with potassium permanganate are to be calculated by applying stoichiometric mole-mole relationships that can be obtained from the balanced chemical equation. The calculated moles are converted into their corresponding mass by the use of molar mass as a conversion factor.

Answer 8

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Answer 11

Ch. 16 - Q1. Which substance is being oxidized in the...Ch. 16 - What always happens to an oxidizing agent during a...Ch. 16 - Q3. What is the oxidation state of carbon in...Ch. 16 - Q4. In which compound does phosphorus have the...Ch. 16 - Sodium reacts with water according to the...Ch. 16 - Q6. How many electrons are exchanged when this...Ch. 16 - Prob. 7SAQ Ch. 16 - Prob. 8SAQ Ch. 16 - Prob. 9SAQ Ch. 16 - Prob. 10SAQ

Solution Summary: The author explains how the mass percent of hydrogen peroxide in a balanced redox reaction is calculated by applying stoichiometric mole-mole relationships.

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