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Here , In this Page Tips and Tricks to Solve Bar Chart is given.
Tips and Tricks to Solve Bar Chart :
- Before you solve any of the questions , first you have to understand what the bar graph is trying to say. Make the habit of scanning of heading firsts. You have to understand whats on the x-axis and y-axis and whats the relation between two in terms of length bars.
- These type of questions are pretty easy to solve. Just interpret the data in your mind. Check the length of bars . The answers will come surely.
- Sometimes the Calculations of one question will help to calculate the calculations of some other question.
Tips and Tricks for Line Chart In Data Interpretation
Here , In this Page Tips and Tricks to Solve Bar Chart is given.
Tips and Tricks to Solve Bar Chart :
- Before you solve any of the questions , first you have to understand what the bar graph is trying to say. Make the habit of scanning of heading firsts. You have to understand whats on the x-axis and y-axis and whats the relation between two in terms of length bars.
- These type of questions are pretty easy to solve. Just interpret the data in your mind. Check the length of bars . The answers will come surely.
- Sometimes the Calculations of one question will help to calculate the calculations of some other question.
Common Data Question for 1 to 3
Production of paper (in lakh tonnes) by three companies X, Y and Z over the years. Study the graph and answer the questions that follow.
In X- axis year is given and in Y- axis Quantity in Lakh Tones is given.
Question 1.
What is the difference between the production of company Z in 1998 and company Y in 1996?
(A) 2,00,000 tons
(B) 20,00,000 tons
(C) 20,000 tons
(D) 2,00,00,000 tons
Answer: Option B
Explanation:
Required difference
Question 2.
Answer: Option C
Explanation:
Average production of company X in the period 1998-2000 = [\frac{1}{3} \times (25 + 50 + 40)] = (\frac{115}{3}) lakh tons.
Average production of company Y in the period 1998-2000 = [\frac{1}{3} \times (35 + 40 + 50)] = (\frac{125}{3}) lakh tons.
Required ratio = \frac{\frac{115}{3}}{\frac{125}{3}} = \frac{115}{125} = \frac{23}{25}
Question 3.
Answer: Option E
Explanation:
In 1999 Production of Paper X = 50
In 1999 Production of Paper Y = 40
Required Percentage = \frac{50}{40}\times 100 = 125 %
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Series
- Line Charts – Questions Formulas | How to Solve Quickly | Tricks & Shortcuts
- Pie Charts – Questions | Formulas | How to Solve Quickly | Tricks & Shortcuts
- Bar Charts – Questions | Formulas | How to Solve Quickly | Tricks & Shortcuts
- Radar Charts – Questions | Formulas | How to Solve Quickly | Tricks & Shortcuts



Series
- Line Charts – Questions
Formulas |
How to Solve Quickly |
Tricks & Shortcuts - Pie Charts – Questions |
Formulas |
How to Solve Quickly |
Tricks & Shortcuts - Bar Charts – Questions |
Formulas |
How to Solve Quickly |
Tricks & Shortcuts - Radar Charts – Questions |
Formulas |
How to Solve Quickly |
Tricks & Shortcuts
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