#### Chapters

Chapter 2: Angles

Chapter 3: Integers

Chapter 4: Operations on Fractions

Chapter 5: Decimal Fractions

Chapter 6: Bar Graphs

Chapter 7: Symmetry

Chapter 8: Divisibility

Chapter 9: HCF-LCM

Chapter 10: Equations

Chapter 11: Ratio and Proportion

Chapter 12: Percentage

Chapter 13: Profit – Loss

Chapter 14: Banks and Simple Interest

Chapter 15: Triangles and Their Properties

Chapter 16: Quadrilaterals

Chapter 17: Geometrical Constructions

Chapter 18: Three Dimensional Shapes

## Chapter 6: Bar Graphs

### Balbharati solutions for Mathematics 6th Standard Maharashtra State Board Chapter 6 Bar Graphs Practice Set 18 [Page 37]

This bar graph shows the maximum temperatures in degrees Celsius in different cities on a certain day in February. Observe the graph and answer the questions.

- What data is shown on the vertical and the horizontal lines?
- Which city had the highest temperature?
- Which cities had equal maximum temperatures?
- Which cities had a maximum temperature of 30°C?
- What is the difference between the maximum temperatures of Panchgani and Chandrapur?

### Balbharati solutions for Mathematics 6th Standard Maharashtra State Board Chapter 6 Bar Graphs Practice Set 19 [Pages 38 - 39]

The names of the heads of some families in a village and the quantity of drinking water their family consumes in one day are given below. Draw a bar graph for this data.

(Scale: On Y-axis, 1cm = 10 litres of water)

Name |
Ramesh |
Shobha |
Ayub |
Julie |
Rahul |

Litres of water used | 30 litres | 60 litres | 40 litres | 50 litres | 55 litres |

The names and numbers of animals in a certain zoo are given below. Use the data to make a bar graph. (Scale : on Y - axis, 1cm = 4 animals)

Animals |
Deer |
Tiger |
Monkey |
Rabbit |
Peacock |

Number |
20 | 4 | 12 | 16 | 8 |

The table below gives the number of children who took part in the various items of the talent show as part of the annual school gathering. Make a bar graph to show this data. (Scale: on Y-axis, 1cm = 4 children)

Programme |
Theatre |
Dance |
Vocal music |
Instrumental music |
One-act plays |

No. of students |
24 | 40 | 16 | 8 | 4 |

The number of customers who came to a juice centre for one week is given in the table below. Make two different bar graphs to show this data. (Scale: on Y-axis, 1cm = 10 customers, on Y - axis, 1cm = 5 customers)

Type of juice |
Orange |
Pineapple |
Apple |
Mango |
Pomegranate |

No. of Customers |
50 | 30 | 25 | 65 | 10 |

Students planted trees in 5 villages of Sangli district. Make a bar graph of this data. (Scale: on Y-axis, 1cm = 100 trees)

Name of place |
Dudhgaon |
Bagni |
Samdoli |
Ashta |
Kavathepiran |

No. of trees planted |
500 | 350 | 600 | 420 | 540 |

Yashwant gives different amounts of time as shown below, to different exercises he does during the week. Draw a bar graph to show the details of his schedule using an appropriate scale.

Type of exercise |
Running |
Yogasanas |
Cycling |
Mountaineering |
Badminton |

Time |
35 Minutes | 50 minutes | 1 hr 10 min | `1 1/2` hours | 45 minutes |

Write the names of four of your classmates. Beside each name, write his/her weight in kilograms. Enter this data in a table like the above and make a bar graph.

## Chapter 6: Bar Graphs

## Balbharati solutions for Mathematics 6th Standard Maharashtra State Board chapter 6 - Bar Graphs

Balbharati solutions for Mathematics 6th Standard Maharashtra State Board chapter 6 (Bar Graphs) include all questions with solution and detail explanation. This will clear students doubts about any question and improve application skills while preparing for board exams. The detailed, step-by-step solutions will help you understand the concepts better and clear your confusions, if any. Shaalaa.com has the Maharashtra State Board Mathematics 6th Standard Maharashtra State Board solutions in a manner that help students grasp basic concepts better and faster.

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Concepts covered in Mathematics 6th Standard Maharashtra State Board chapter 6 Bar Graphs are Drawing a Bar Graph, Concept of Pictograph, Concept of Bar Graph, Interpretation of Bar Graphs.

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