EWT | Academic Question

Questions
Question (11)
QN0019942
In a class of 36 students, 12 participate in music. What angle represents music?
  • (A) 100°
  • (B) 110°
  • (C) 120°
  • (D) 130°

Correct Answer: C
Explanation:

(12/36) × 360° = 120°.

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Question (12)
QN0019943
A pie chart sector is 144°. What fraction of the total does it represent?
  • (A) 2/5
  • (B) 1/3
  • (C) 3/5
  • (D) 4/5

Correct Answer: A
Explanation:

144°/360° = 2/5.

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Question (13)
QN0019944
A family spends ₹12,000 monthly. ₹3,000 is spent on transport. The transport sector angle is:
  • (A) 60°
  • (B) 75°
  • (C) 90°
  • (D) 120°

Correct Answer: C
Explanation:

(3000/12000) × 360° = 90°.

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Question (14)
QN0019945
What is the sum of all sector angles in a pie chart?
  • (A) 180°
  • (B) 270°
  • (C) 360°
  • (D) 540°

Correct Answer: C
Explanation:

All sectors together form a complete circle.

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Question (15)
QN0019946
A sector measures 30°. What percentage of the total does it represent?
  • (A) 8.33%
  • (B) 10%
  • (C) 12.5%
  • (D) 15%

Correct Answer: A
Explanation:

(30/360) × 100 = 8.33%.

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Question (16)
QN0019947
In a survey, 18 out of 72 students choose chess. The angle for chess is:
  • (A) 75°
  • (B) 80°
  • (C) 90°
  • (D) 100°

Correct Answer: C
Explanation:

(18/72) × 360° = 90°.

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Question (17)
QN0019948
A pie chart shows expenditure: Food = ₹4,500 out of ₹18,000. The corresponding angle is:
  • (A) 75°
  • (B) 90°
  • (C) 100°
  • (D) 120°

Correct Answer: B
Explanation:

(4500/18000) × 360° = 90°.

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Question (18)
QN0019949
A sector angle is 54°. What fraction of the total does it represent?
  • (A) 3/20
  • (B) 1/5
  • (C) 1/4
  • (D) 3/10

Correct Answer: A
Explanation:

54°/360° = 3/20.

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Question (19)
QN0019950
Which tool is essential for accurately drawing sector angles in a pie chart?
  • (A) Compass
  • (B) Divider
  • (C) Protractor
  • (D) Set square

Correct Answer: C
Explanation:

A protractor is used to measure and draw angles.

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Question (20)
QN0019951
Out of 80 students, 20 prefer science. The science sector angle is:
  • (A) 72°
  • (B) 90°
  • (C) 108°
  • (D) 120°

Correct Answer: B
Explanation:

(20/80) × 360° = 90°.

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