Examine a standard pie chart regarding the production of steel by five states where the percentage distribution is as follows: State A = 25\% , State - Quantitative Aptitude MCQ Competitive Exam 2026 | ExamTest.live

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Examine a standard pie chart regarding the production of steel by five states where the percentage distribution is as follows: State A = 25%, State B = 18%, State C = 22%, State D = 19%, State E = 16% . What is the central angle that corresponds to the production of steel by State D?

Solution & Step-by-step Explanation

The total percentage represented by a pie chart is always 100%, which corresponds to a total central angle of 36 0^{\circ} . Given that the share of production of State D is 19%, the corresponding central angle can be calculated as: Central Angle = (\frac{Percentage of State D}{100}) \times 36 0^{\circ} Central Angle = \frac{19}{100} \times 36 0^{\circ} = 19 \times 3. 6^{\circ} = 68. 4^{\circ} Therefore, the central angle corresponding to State D is 68. 4^{\circ} .

Try it yourself before checking the explanation above.

Examine a standard pie chart regarding the production of steel by five states where the percentage distribution is as follows: State A = 25%, State B = 18%, State C = 22%, State D = 19%, State E = 16% . What is the central angle that corresponds to the production of steel by State D?

68.4^\circ

78.2^\circ

72.4^\circ

58.2^\circ

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