$If in the pie chart representing the number of students opting for different streams of study out of a total strength of 1650 students, the central angle of the sector representing Arts students is 48^{\circ} then what is the number of students who opted for arts stream ?$

(a) 220 (b) 240

(c) 275 (d) 320

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Solution

$Answer = (a) Total number of strength = 1650 Arts stream's central angle = 48^{\circ} ∴ No. of students of Arts strem = \frac{48}{360} \times 1650 = 220$

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If in the pie chart representing the number of students opting for different streams of study out of a total strength of 1650 students, the central angle of the sector representing arts students is 48° then what is the number of students who opted for arts stream?
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(c) 275
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If in the pie chart representing the number of students opting for different streams of study out of a total strength of 1650 students, the central angle of the sector representing Arts students is 48∘ then what is the number of students who opted for arts stream? (a) 220 (b) 240 (c) 275 (d) 320

Answer = (a)Total number of strength = 1650Arts stream's central angle = 48∘∴ No. of students of Arts strem = 48360×1650=220

$Answer = (a) Total number of strength = 1650 Arts stream's central angle = 48^{\circ} ∴ No. of students of Arts strem = \frac{48}{360} \times 1650 = 220$