MCQs in board exams are mostly based on these topics:
The SI unit of length is: (Meter)
The SI unit of mass is: (Kilogram)
The SI unit of time is: (Second)
The SI unit of temperature is: (Kelvin)
The SI unit of electric current is: (Ampere)
The unit of force is: (Newton)
The unit of work is: (Joule)
The unit of power is: (Watt)
The unit of pressure is: (Pascal)
The unit of frequency is: (Hertz)
The dimensions of velocity are: ([L T⁻¹])
The dimensions of acceleration are: ([L T⁻²])
The dimensions of force are: ([M L T⁻²])
The dimensions of work are: ([M L² T⁻²])
The dimensions of power are: ([M L² T⁻³])
The dimensions of pressure are: ([M L⁻¹ T⁻²])
A dimensionally correct equation is always correct: (False)
A dimensionally correct equation may or may not be correct: (True)
The dimensions on both sides of a correct equation must be: (The same)
Accuracy means: (Near to the true value)
Precision means: (Consistency of measurements)
A precise measurement is always accurate: (False)
An accurate measurement is always precise: (False)
All measurements contain: (Uncertainty)
Uncertainty is due to: (Limitations of measuring instruments)
Absolute uncertainty is expressed: (In the same units as the measured quantity)
Percentage uncertainty is: (Absolute uncertainty / measured value × 100)
0.00035 in scientific notation is: (3.5 × 10⁻⁴)
3500000 in scientific notation is: (3.5 × 10⁶)
1.5 × 10³ in decimal is: (1500)
The number 0.00450 has: (3 significant figures)
The number 4500 has: (4 or 2 significant figures depending on notation)
The number 4500. has: (4 significant figures)
The number 4.500 has: (4 significant figures)
Unit symbols are written in: (Lowercase except for named scientists)
The symbol for kilogram is: (kg)
The symbol for second is: (s)
The symbol for ampere is: (A)
Kilo (k) means: (10³)
Mega (M) means: (10⁶)
Giga (G) means: (10⁹)
Milli (m) means: (10⁻³)
Micro (µ) means: (10⁻⁶)
Nano (n) means: (10⁻⁹)
Pico (p) means: (10⁻¹²)
When adding quantities, uncertainties are: (Added)
When subtracting quantities, uncertainties are: (Added)
When multiplying quantities, fractional uncertainties are: (Added)
When dividing quantities, fractional uncertainties are: (Added)