Master MDCAT Physics Measurement MCQS Chapter 1 with 20 high-yield practice MCQs covering percentage errors, dimensional analysis, uncertainties, and unit conversions. MDCAT physics measurement MCQs questions with solutions, how to solve percentage uncertainty in simple pendulum MDCAT, high-yield physics MCQs for medical entry test, Dimensions of resistance and gravitational constant physics, Difference between systematic error and random error MDCAT. Let us start with the online MDCAT Physics Measurement MCQs now.
Online High-Yield MDCAT Physics Measurement MCQs
- While measuring the acceleration due to gravity by a simple pendulum, a student makes a positive error of 1% in the length of the pendulum and a negative error of 1.5% in the value of the time period. His percentage error in the measurement of $g$ by the relation $g=4\pi^2 (I/T^2)$ will be
- The dimensions of $\frac{1}{2} at^2$ are of
- The value of acceleration due to gravity is $9.8m/s^2$. Its value in $Km/min^2$ will be
- If the length of rod A is $3.25\pm 0.01 cm$ and that of B is $4.19\pm 0.01 cm$, then rod B is longer than rod A by
- If $M$ is the mass of Earth and R its Radium, the ratio of the gravitational acceleration to the gravitational constant is
- The dimension of resistance is
- The least count of a stopwatch is 0.10sec. The time of 20 vibrations of a pendulum is 40sec. The maximum possible percentage uncertainty in the time period is
- Accuracy of measurement is determined by
- The unit of percentage error is
- The most accurate measurement out of the following is
- Out of the following pairs, which one does not have identical dimensions
- $v=\sqrt{\frac{E}{\rho}}$, if percentage uncertainty in $v=2$% and in $\rho=4$% then percentage uncertainty in $E$ is
- The physical quantities not having the same dimensions are
- To reduce the timing uncertainty, it is advisable to
- Which one of the following about systematic error is incorrect?
- 99.97 rounded off to three significant figures would give
- Which of the followings measurements is more accurate? $M_1=1.0cm \pm 0.1cm$, $M_2=0.10cm \pm 0.01cm$, and $M_3=0.100cm \pm 0.001cm$
- The distance $x=x_2-x_1$ determined by the difference between two separate position measurements $X_1=12.2\pm0.2cm$ and $X_2=16.2\pm0.1cm$ is recorded as
- Three students measured the length of the same needle. Student A measured with a micrometer screw gauge, B with vernier callipers, and C with a meter rod. Which would have greater experimental accuracy in the result?
- Which of the following are base units of pressure?

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