RS Aggarwal Solutions for Class 8 Maths Chapter 24- Pie Charts, are provided here. Our expert faculty team has prepared solutions in order to help you with your exam preparation to acquire good marks in Maths. RS Aggarwal Solutions for Class 8 Maths comes in very handy at this point. Our solution module utilizes various shortcut tips and practical examples to explain all the exercise questions in a simple and easily understandable language. Practising the textbook questions will help you to analyze your level of preparation and knowledge of the concept.

In order to help you understand and solve the problems, we at BYJUâ€™S have designed these solutions in a very lucid and clear manner that helps students solve problems in the most efficient possible ways. Here is the RS Aggarwal Solutions for Class 8 Chapter 24 where solutions are solved in detail. Download pdf of Class 8 Chapter 24 in their respective links.

RS Aggarwal Solutions for Class 8 Maths Chapter 24- Pie Charts, are provided here. Our solution module utilizes various shortcut tips and practical examples to explain all the exercise questions in a simple and easily understandable language. Our expert faculty team at BYJUâ€™S has designed these solutions in a very lucid and clear manner that helps students solve problems without any difficulty. Students can easily refer and download pdf of RS Aggarwal Class 8 Maths Solutions book and start practising the textbook questions which will help you in securing high marks in your examination.

## Download PDF of RS Aggarwal Solutions for Class 8 Maths Chapter 24 – Pie Charts

## Access answers to RS Aggarwal Solutions for Class 8 Maths Chapter 24 – Pie Charts

__Exercise 24A__

**1. The monthly income of a family is â‚¹28800. The monthly expenditure of the family on various items is given below.**

Items |
Rent |
Food |
Clothing |
Education |
Savings |

Expenditure(in â‚¹) |
8000 |
10800 |
5600 |
3600 |
800 |

**Represent the above data by a pie chart.**

Solution: We know that the,

Total monthly income = â‚¹28800

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

So, the Calculations are

Items | Expenditure(in â‚¹ ) | Central angle |

Rent | 8000 | (8000/28800) Ã— 360^{o} = 100^{o} |

Food | 10800 | (10800/28800) Ã— 360^{o} = 135^{o} |

Clothing | 5600 | (5600/28800) Ã— 360^{o} = 70^{o} |

Education | 3600 | (3600/28800) Ã— 360^{o} = 45^{o} |

Savings | 800 | (800/28800) Ã— 360^{o} = 10^{o} |

âˆ´ We can represent the above data in pie chart as shown below:

**2. There are 900 creatures in a zoo as per list given below:**

Beast animals |
Other land animals |
Birds |
Water animals |
Reptiles |

150 |
400 |
175 |
125 |
50 |

**Represent the above data by a pie chart.**

Solution: We know that the,

Total animals =900

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

So, the Calculations are

Animals | Number of animals | Central angle |

Beast animals | 150 | (150/900) Ã— 360^{o} = 60^{o} |

Other land animals | 400 | (400/900) Ã— 360^{o} = 160^{o} |

Birds | 175 | (175/900) Ã— 360^{o} = 70^{o} |

Water animals | 125 | (125/900) Ã— 360^{o} = 50^{o} |

Reptiles | 50 | (50/900) Ã— 360^{o} = 20^{o} |

âˆ´ We can represent the above data in pie chart as shown below:

**3. Various modes of transport used by 1260 students in a given school are given below:**

School bus |
Private bus |
Bicycle |
Rickshaw |
On foot |

350 |
245 |
210 |
175 |
280 |

**Represent the above data by a pie chart.**

Solution: We know that the,

Total students =1260

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

So, the Calculations are

Mode of transport | Number of students | Central angle |

School bus | 350 | (350/1260) Ã— 360^{o} = 100^{o} |

Private bus | 245 | (245/1260) Ã— 360^{o} = 70^{o} |

Bicycle | 210 | (210/1260) Ã— 360^{o} = 60^{o} |

Rickshaw | 175 | (175/1260) Ã— 360^{o} = 50^{o} |

On foot | 280 | (280/1260) Ã— 360^{o} = 80^{o} |

âˆ´ We can represent the above data in pie chart as shown below:

**4. The data given below shows number of hours spent by a school boy on different activities on a working day.**

Activity |
School |
Homework |
Play |
Sleep |
Others |
Total |

Number of hours |
7 |
4 |
2 |
8 |
3 |
24 |

**Represent the above data by a pie chart.**

Solution: We know that the,

Total number of hours =24

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

So, the Calculations are

Activity | Number of hours | Central angle |

School | 7 | (7/24) Ã— 360^{o} = 105^{o} |

Homework | 4 | (4/24) Ã— 360^{o} = 60^{o} |

Play | 2 | (2/24) Ã— 360^{o} = 30^{o} |

Sleep | 8 | (8/24) Ã— 360^{o} = 120^{o} |

Others | 3 | (3/24) Ã— 360^{o} = 45^{o} |

âˆ´ We can represent the above data in pie chart as shown below:

**5. The data on religion wise division of 1080 workers of a factory are given below:**

Religion |
Hindu |
Muslim |
Sikh |
Christian |

Number of workers |
450 |
270 |
255 |
105 |

**Represent the above data by a pie chart.**

Solution: We know that the,

Total number of workers =1080

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

So, the Calculations are

Religion | Number of workers | Central angle |

Hindu | 450 | (450/1080) Ã— 360^{o} = 150^{o} |

Muslim | 270 | (270/1080) Ã— 360^{o} = 90^{o} |

sikh | 255 | (255/1080) Ã— 360^{o} = 85^{o} |

Christian | 105 | (105/1080) Ã— 360^{o} = 35^{o} |

âˆ´ We can represent the above data in pie chart as shown below:

**Exercise 24B**

**OBJECTIVE QUESTIONS**

**Select the correct answer in each of the following:**

**1. A manâ€™s monthly salary is â‚¹24000 and his monthly expenses on travel are â‚¹2500. The central angle of the sector representing travel expenses in the pie chart would be**

**30**^{o}**37 Â½**^{o}**45**^{o}**60**^{o}

Solution: We know that the monthly salary = â‚¹24000

Monthly expense on travel = â‚¹2500

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

= (2500 / 24000) Ã— 360^{o}

= 37.5^{o} = 37 Â½^{ o}

**2. If 35% of the people residing in a locality are Sikhs then the central angle of the sector representing the Sikh community in the pie chart would be**

**108**^{o}**115**^{o}**126**^{o}**135**^{o}

Solution: We know that the total people residing in locality = 100 %

Sikh people residing in the same locality = 35%

By using the formula,

Central angle of component = ((value of the component)/Total value) Ã— 360^{o}

= (35 / 100) Ã— 360^{o}

= 126^{o}

## RS Aggarwal Solutions for Class 8 Maths Chapter 24 – Pie Charts

Chapter 24- Pie Charts contains 2 exercises and the RS Aggarwal Solutions present on this page provide the solutions for the questions present in each exercise. Now, let us have a look at the concepts discussed in this Chapter.

- Calculating Central Angle for a component.
- Construction of a Pie Chart for a given data.

### Also, Access RS Aggarwal Solutions for Class 8 Maths Chapter 24 Pie Charts Exercises

### Chapter Brief of RS Aggarwal Solutions for Class 8 Maths Chapter 24 – Pie Charts

RS Aggarwal Solutions for Class 8 Maths Chapter 24 – Pie Charts, are designed in such a way that they are easy to understand and solve. By regular revision, students become more clear with the concepts and can score well in their exams.

As the Chapter is about Pie Charts, here we calculate the Central angle for a component then we draw a Pie Chart based on the results obtained. In the RS Aggarwal Solutions PDF, many such exercise problems are available.