The given pie chart shows the percentage distribution of a mathematics book in 5 different stores (P, Q, R, S, and T). The total number of books is 65 - Quantitative Aptitude MCQ Prepp 2026 | ExamTest.live | ExamTest.live

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The given pie chart shows the percentage distribution of a mathematics book in 5 different stores (P, Q, R, S, and T). The total number of books is 6500 . Find the central angle for the book in store S. * P: 25% * Q: 14% * R: 16% * S: 34% * T: 11%

A $122. 4^{\circ}$
B $118. 9^{\circ}$
C $107. 3^{\circ}$
D $117. 5^{\circ}$

Solution & Step-by-step Explanation

The total central angle of a circle in a pie chart represents 100%, which is equal to 36 0^{\circ} . From the pie chart, the percentage distribution for store S is 34% . To find the central angle corresponding to store S: Central Angle = 34% of 36 0^{\circ} Central Angle = \frac{34}{100} \times 36 0^{\circ} = 0.34 \times 36 0^{\circ} = 122. 4^{\circ}

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The given pie chart shows the percentage distribution of a mathematics book in 5 different stores (P, Q, R, S, and T). The total number of books is 6500 . Find the central angle for the book in store S. * P: 25% * Q: 14% * R: 16% * S: 34% * T: 11%

A

122. 4^{\circ}

B

118. 9^{\circ}

C

107. 3^{\circ}

D

117. 5^{\circ}

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Data Interpretation Pie Chart Central Angle

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