EWT | Academic Question

Questions
Question (1)
QN003995
Which instrument is most suitable for measuring the length of a pencil?
  • (A) Flexible measuring tape
  • (B) 15-cm scale
  • (C) Handspan
  • (D) Metre rod

Correct Answer: B
Explanation:

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Question (2)
QN003996
Which instrument is most suitable for measuring the height of a room?
  • (A) 15-cm scale
  • (B) Finger width
  • (C) Metre scale or measuring tape
  • (D) Handspan

Correct Answer: C
Explanation:

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Question (3)
QN003997
To measure the girth of a tree accurately, one should use
  • (A) a metre scale
  • (B) a handspan
  • (C) a flexible measuring tape
  • (D) a ruler made of wood only

Correct Answer: C
Explanation:

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Question (4)
QN003998
While measuring an object, the scale should be placed
  • (A) at an angle to the object
  • (B) in contact along its length
  • (C) above the object without touching it
  • (D) perpendicular to the object

Correct Answer: B
Explanation:

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Question (5)
QN003999
The correct position of the eye while reading a scale is
  • (A) directly above the mark being read
  • (B) to the left of the scale
  • (C) to the right of the scale
  • (D) below the scale

Correct Answer: A
Explanation:

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Question (6)
QN004000
Reading a scale from a side position may cause
  • (A) unit error
  • (B) parallax error
  • (C) conversion error
  • (D) symbol error

Correct Answer: B
Explanation:

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Question (7)
QN004001
A student measures a pencil by keeping the scale slightly away from it. Which statement is correct?
  • (A) This is the correct method.
  • (B) The measurement may be inaccurate.
  • (C) The scale becomes longer.
  • (D) The pencil becomes shorter.

Correct Answer: B
Explanation:

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Question (8)
QN004002
If the zero mark of a scale is damaged, measurement can still be made by
  • (A) discarding the scale immediately
  • (B) estimating the length
  • (C) using another clear mark and subtracting readings
  • (D) using only handspan

Correct Answer: C
Explanation:

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Question (9)
QN004003
A broken scale shows one end of an object at 1.0 cm and the other at 9.8 cm. The length of the object is
  • (A) 8.8 cm
  • (B) 10.8 cm
  • (C) 9.8 cm
  • (D) 1.0 cm

Correct Answer: A
Explanation:

9.8 − 1.0 = 8.8 cm

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Question (10)
QN004004
An object starts at 2.5 cm and ends at 12.1 cm on a broken scale. Its length is
  • (A) 14.6 cm
  • (B) 9.6 cm
  • (C) 10.6 cm
  • (D) 12.1 cm

Correct Answer: B
Explanation:

12.1 − 2.5 = 9.6 cm

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