Free Errors and Significant Figures MCQs with Answers

26 Errors and Significant Figures MCQs from Physics, each with the correct answer and a written explanation of why it is correct. Free and unlimited, with no account needed.

Measurement errors include random and systematic effects, absolute, fractional and percentage uncertainty, and the precision shown by significant figures. Questions apply rounding rules and uncertainty propagation in addition, subtraction, multiplication and division, while distinguishing accuracy from precision and uncertainty from an actual mistake.

Last updated

26 questions · page 2 of 2

  • A. 3 s.f
  • B. 2 s.f
  • C. 5 s.f
  • D. 8 s.f

Explanation: When determining the number of significant figures in a measurement, focus on the digits that are known with certainty and the first…

Correct answer: 3 s.f
  • A. Five
  • B. One
  • C. Two
  • D. Three

Explanation: All non zero digits are significant figures and in this case there are 3 significant or non zero digits hence option D is the right choice.

Correct answer: Three
  • A. Adjusting an ammeter to remove its zero error before measuring a current
  • B. Measuring several internodal distances on a standing wave to find the mean internodal distance
  • C. Measuring the diameter of a wire repeatedly and calculating the average
  • D. Timing a large number of oscillations to find a period

Explanation: Systematic error means that measurements of the same thing will vary in predictable ways.

Correct answer: Adjusting an ammeter to remove its zero error before measuring a current
  • A. 17%
  • B. 30%
  • C. 15%
  • D. 90%

Explanation: Kinetic Energy = mv^2/2Percentage Error in KE = Percentage Error in Mass + 2(Percentage Error in Speed) The question states percentage…

Correct answer: 17%
  • A. 0
  • B. 1
  • C. 2
  • D. 3

Explanation: The number 500 is a whole number and has three significant figures: the digit '5' and the two trailing zeros.

Correct answer: 3
  • A. 2%
  • B. 4%
  • C. 6%
  • D. 8%

Explanation: First we find out the % uncertainty in current (0.05)/2.5 x 100 = 2%. Then we note the formula of power dissipated is 12 x R so the =…

Correct answer: 6%