EWT | Academic Question

Questions
Question (21)
QN009878
If the area of a circle is fixed, increasing the radius is:
  • (A) Possible without change
  • (B) Impossible
  • (C) Always doubles area
  • (D) Always halves area

Correct Answer: B
Explanation:

Area changes whenever radius changes.

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Question (22)
QN009879
A circular garden has radius 35 m. Its area is:
  • (A) 1925 m²
  • (B) 3850 m²
  • (C) 1575 m²
  • (D) 7700 m²

Correct Answer: B
Explanation:

Area = 22/7 × 35 × 35 = 3850 m².

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Question (23)
QN009880
Which of the following can represent area?
  • (A) 44 cm
  • (B) 154 cm²
  • (C) 22 m
  • (D) 7 cm

Correct Answer: B
Explanation:

Area is represented in square units.

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Question (24)
QN009881
The area of a circle is 200.96 cm². Using π = 3.14, the radius is:
  • (A) 6 cm
  • (B) 7 cm
  • (C) 8 cm
  • (D) 9 cm

Correct Answer: C
Explanation:

r² = 200.96/3.14 = 64, so r = 8 cm.

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Question (25)
QN009882
A circle has radius 15 cm. Its area is:
  • (A) 225 cm²
  • (B) 450 cm²
  • (C) 706.5 cm²
  • (D) 1413 cm²

Correct Answer: C
Explanation:

Area = 3.14 × 15 × 15 = 706.5 cm².

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Question (26)
QN009883
If the radius of a circle becomes three times, the area becomes:
  • (A) Triple
  • (B) Six times
  • (C) Nine times
  • (D) Twenty-seven times

Correct Answer: C
Explanation:

Area becomes 3² = 9 times.

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Question (27)
QN009884
A circular carpet covers 615.44 m². Using π = 3.14, its radius is:
  • (A) 12 m
  • (B) 13 m
  • (C) 14 m
  • (D) 15 m

Correct Answer: C
Explanation:

r² = 615.44/3.14 = 196, so r = 14 m.

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Question (28)
QN009885
A square and a circle have equal areas of 196 cm². The area of the circle is:
  • (A) 98 cm²
  • (B) 196 cm²
  • (C) 392 cm²
  • (D) 784 cm²

Correct Answer: B
Explanation:

Equal areas mean the circle also has area 196 cm².

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Question (29)
QN009886
The area of a circle with diameter 20 cm is:
  • (A) 100 cm²
  • (B) 200 cm²
  • (C) 314 cm²
  • (D) 628 cm²

Correct Answer: C
Explanation:

Radius = 10 cm, area = 3.14 × 10 × 10 = 314 cm².

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Question (30)
QN009887
Which real-life object uses the concept of area of a circle?
  • (A) Measuring wire length
  • (B) Designing circular parks
  • (C) Counting corners
  • (D) Measuring wall height

Correct Answer: B
Explanation:

Circular parks involve calculation of circular area.

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