A pie diagram of 1000 students' favourite games: Cricket 81°, Football 63°, Hockey 54°, Other 72°, Kho-kho 45°, Kabaddi 45°. (1) How many like cricket? (2) How many like football? (3) How many prefer other games?

A survey of students was made to know which game they like. The data obtained in the survey is presented in the adjacent pie diagram. If the total number of students are 1000,

(Central angles in the pie diagram, fig 6.16: Cricket 81°, Football 63°, Hockey 54°, Other 72°, Kho-kho 45°, Kabaddi 45°.)

(1) How many students like cricket?
(2) How many students like football?
(3) How many students prefer other games?

Doubtly Asked 24 Oct 2026 Save WhatsApp Report

1 answer

Answer: (1) 225 (2) 175 (3) 200

Number of students \( = \frac{\text{central angle}}{360} \times 1000 \)

(1) Cricket: \( \frac{81}{360} \times 1000 = 225 \)

(2) Football: \( \frac{63}{360} \times 1000 = 175 \)

(3) Other games: \( \frac{72}{360} \times 1000 = 200 \)

Doubtly AI · 24 Oct 2026 AI-verified · Oct 2026 Report

Was this answer helpful?

A pie diagram of 1000 students' favourite games: Cricket 81°, Football 63°, Hockey 54°, Other 72°, Kho-kho 45°, Kabaddi 45°. (1) How many like cricket? (2) How many like football? (3) How many prefer other games?

1 answer

Your answer