📘 Study MCQs
Q1. The primary unit of speed in the SI system is:
A. metre per second
B. kilometre per hour
C. metre per minute
D. centimetre per second
A. metre per secondIn the SI system, the standard unit for measuring speed is metre per second, written as m/s. Here, metre is the unit of distance and second is the unit of time. Speed tells us how much distance is covered in one second, so metre per second is the most fundamental unit.
Q2. If a cyclist covers 240 metre in 2 minute, the speed in metre per second is:
A. 120 metre per second
B. 2 metre per second
C. 4 metre per second
D. 480 metre per second
B. 2 metre per secondFirst convert time into second. 2 minute = 2 × 60 = 120 second. Then speed = distance/time = 240 metre / 120 second = 2 metre per second. Always check that units are consistent before dividing.
Q3. Which of the following is a renewable resource? (example from your pattern)
A. Coal
B. Natural gas
C. Solar energy
D. Oil
C. Solar energyA renewable resource is one that can be used repeatedly and is naturally replenished on a human timescale, like energy from the sun. Coal, natural gas, and oil take millions of years to form and are non-renewable.
Q4. A simple pendulum consists of a small metal ball called:
A. Bob
B. String
C. Stand
D. Scale
A. BobIn a simple pendulum, a small heavy object called the bob is tied to a light string or thread. The other end of the string is fixed at a support. When the bob is pulled and released, it swings back and forth.
Q5. One complete to-and-fro motion of a pendulum bob is called:
A. One oscillation
B. One second
C. One rotation
D. One vibration
A. One oscillationWhen the bob moves from its mean position to one extreme, then to the other extreme, and back to the mean position, it completes one oscillation. This is also called one full swing.
Q6. The time taken by a pendulum to complete one oscillation is called:
A. Frequency
B. Time period
C. Speed
D. Wavelength
B. Time periodThe time period is the time required for one complete oscillation. For example, if a pendulum takes 2 second to swing back and forth once, its time period is 2 second. Its symbol is T, and unit is second.
Q7. If a simple pendulum takes 40 second to complete 20 oscillations, its time period is:
A. 2 second
B. 0.5 second
C. 800 second
D. 20 second
A. 2 secondTime period = total time / number of oscillations = 40 second / 20 = 2 second. This means each oscillation takes 2 second.
Q8. The motion of a pendulum bob is an example of:
A. Rectilinear motion
B. Circular motion
C. Oscillatory motion
D. Random motion
C. Oscillatory motionOscillatory motion is a back-and-forth or to-and-fro motion repeated regularly about a mean position. The pendulum bob moves left and right repeatedly, so it is oscillatory motion.
Q9. Which of the following is NOT a unit of time?
A. Second
B. Hour
C. Metre
D. Minute
C. MetreMetre is a unit of length or distance, not time. Second, hour, and minute are all units used to measure time. The SI unit of time is second.
Q10. The speed of a moving object is defined as:
A. Distance travelled in a fixed time
B. Time taken to cover a fixed distance
C. Product of distance and time
D. Sum of distance and time
A. Distance travelled in a fixed timeSpeed tells us how fast an object moves. It is the distance covered per unit time. Mathematically, speed = distance / time. If an object covers more distance in the same time, it has higher speed.
Q11. The symbol for second as a unit of time is written as:
A. sec
B. s
C. se
D. S
B. sIn the SI system, each unit has a standard symbol. The symbol for second is s (always written in lowercase and singular). It is not written as sec or any other form.
Q12. The symbol for metre as a unit of length is:
A. m
B. mt
C. M
D. met
A. mThe SI symbol for metre is m. It is written in lowercase and singular. For example, 5 metre is written as 5 m, not 5 ms or 5 M.
Q13. The symbol for kilometre is:
A. km
B. kM
C. Km
D. k m
A. kmKilometre is written with a small k and small m: km. Here k stands for kilo (meaning thousand) and m stands for metre. So 1 km = 1000 m.
Q14. Which device is used to measure time accurately in a laboratory?
A. Wall clock
B. Stopwatch
C. Sundial
D. Hourglass
B. StopwatchA stopwatch can measure time intervals up to a fraction of a second, such as 0.1 second or 0.01 second. It is used in experiments like finding the time period of a pendulum.
Q15. If a bus travels 360 kilometre in 6 hour, its speed in kilometre per hour is:
A. 60 km/h
B. 2160 km/h
C. 30 km/h
D. 120 km/h
A. 60 km/hSpeed = distance/time = 360 km / 6 h = 60 km/h. This means the bus covers 60 kilometre in one hour. The symbol km/h is read as kilometre per hour.
Q16. The time period of a simple pendulum depends on:
A. Mass of the bob
B. Length of the string
C. Shape of the bob
D. Colour of the string
B. Length of the stringFor a small bob, the time period depends mainly on the length of the pendulum. Longer the string, greater the time period. It does not depend on the mass of the bob.
Q17. If the length of a simple pendulum is increased, its time period will:
A. Increase
B. Decrease
C. Remain same
D. Become zero
A. IncreaseA longer pendulum takes more time to complete one oscillation because the bob has to travel a longer path. So time period increases with increase in length.
Q18. The number of oscillations completed in one second is called:
A. Time period
B. Frequency
C. Amplitude
D. Speed
B. FrequencyFrequency is the number of oscillations per second. It is the reciprocal of time period. If time period is 0.5 second, frequency is 2 oscillations per second. Unit of frequency is hertz (Hz).
Q19. Which of the following is an oscillatory motion?
A. A moving train
B. A rotating fan
C. A swinging child on a swing
D. A falling stone
C. A swinging child on a swingA swing moves back and forth about a fixed position, just like a pendulum. That is oscillatory motion. A rotating fan has circular motion; a moving train has linear motion; a falling stone has rectilinear motion.
Q20. A car moves with a speed of 15 metre per second. What is its speed in kilometre per hour?
A. 54 km/h
B. 15 km/h
C. 4.16 km/h
D. 150 km/h
A. 54 km/hTo convert m/s to km/h, multiply by 18/5. So 15 × (18/5) = 15 × 3.6 = 54 km/h. This is because 1 m/s = 3.6 km/h.
Q21. The instrument that works on the principle of a pendulum to measure time is:
A. Quartz clock
B. Sand clock
C. Pendulum clock
D. Digital watch
C. Pendulum clockA pendulum clock uses a swinging pendulum whose time period is constant for a fixed length. The movement of the pendulum is linked to gears that move the clock hands.
Q22. If an object moves along a straight line with constant speed, its motion is called:
A. Uniform motion
B. Non-uniform motion
C. Oscillatory motion
D. Circular motion
A. Uniform motionUniform motion means the object covers equal distances in equal intervals of time. For example, a car moving at 20 metre per second without changing speed has uniform motion.
Q23. The odometer of a vehicle measures:
A. Speed
B. Time
C. Distance
D. Acceleration
C. DistanceAn odometer is a device in vehicles that shows the total distance travelled by the vehicle, usually in kilometre. It does not measure speed or time directly.
Q24. A simple pendulum takes 32 second to complete 16 oscillations. Its time period is:
A. 0.5 second
B. 2 second
C. 512 second
D. 48 second
B. 2 secondTime period = total time / number of oscillations = 32 second / 16 = 2 second. Each oscillation takes exactly 2 second.
Q25. Which of the following is the smallest unit of time among these?
A. Hour
B. Minute
C. Second
D. Day
C. SecondSecond is the smallest unit among hour, minute, second, and day. 1 minute = 60 second, 1 hour = 3600 second, 1 day = 86400 second. The SI base unit of time is the second.
Q26. The motion of a bouncing ball is an example of:
A. Only rectilinear motion
B. Only circular motion
C. Oscillatory motion
D. No motion
C. Oscillatory motionWhen a ball bounces on the ground, it moves up and down repeatedly. This up-and-down motion about a mean position is oscillatory motion, though each bounce gets smaller.
Q27. The speed of a moving object is said to be non-uniform if:
A. It covers equal distances in equal time
B. It covers unequal distances in equal time
C. It does not move at all
D. It moves in a circle
B. It covers unequal distances in equal timeNon-uniform motion means the speed is changing. For example, a car starting from rest covers 5 metre in first second, 15 metre in next second, and so on. The distance covered in each second is different.
Q28. One hour is equal to:
A. 60 second
B. 3600 second
C. 100 second
D. 24 second
B. 3600 second1 hour = 60 minute and 1 minute = 60 second. So 1 hour = 60 × 60 = 3600 second. This is useful when converting speed from km/h to m/s.
Q29. In a simple pendulum, the fixed point from which the bob hangs is called:
A. Support
B. Mean position
C. Extreme position
D. Pivot
Support (or point of suspension)The upper end of the pendulum string is tied to a rigid support. This point remains fixed while the bob swings below it. It is also called the point of suspension.
Q30. If a train travels 600 metre in 30 second, its speed is:
A. 20 metre per second
B. 18000 metre per second
C. 0.05 metre per second
D. 630 metre per second
A. 20 metre per secondSpeed = distance / time = 600 metre / 30 second = 20 metre per second. This means the train covers 20 metre every second.
Q31. The time period of a pendulum is measured in:
A. Metre
B. Second
C. Metre per second
D. Hertz
B. SecondTime period is a measure of time. Therefore its unit is second (s). It tells how many seconds one oscillation takes. It is not measured in metre (distance) or hertz (frequency).
Q32. Which of these clocks is based on the principle of a simple pendulum?
A. Atomic clock
B. Quartz clock
C. Pendulum wall clock
D. Digital clock
C. Pendulum wall clockA pendulum wall clock has a visible swinging pendulum. The regular to-and-fro motion of the pendulum is used to control the movement of gears and thus measure time.
Q33. A car travels 90 kilometre in 1.5 hour. Its average speed is:
A. 135 km/h
B. 60 km/h
C. 90 km/h
D. 45 km/h
B. 60 km/hAverage speed = total distance / total time = 90 km / 1.5 h = 60 km/h. Dividing 90 by 1.5 is same as 90 ÷ (3/2) = 90 × (2/3) = 60.
Q34. The mean position of a pendulum is:
A. The highest point of swing
B. The lowest point of swing
C. Any point during swing
D. The point of suspension
B. The lowest point of swingWhen the pendulum bob is hanging straight down and not moving, it is at its mean position. From here, it swings to the left extreme, back to mean, to the right extreme, and back to mean.
Q35. If a pendulum takes 5 second for one oscillation, its time period is:
A. 5 second
B. 0.2 second
C. 10 second
D. 2.5 second
A. 5 secondTime period is defined as the time for one oscillation. So if one oscillation takes 5 second, the time period is exactly 5 second. No calculation is needed.
Q36. The unit kilometre per hour is used to express:
A. Time
B. Distance
C. Speed
D. Oscillation
C. SpeedKilometre per hour (km/h) is a compound unit that measures how many kilometre are covered in one hour. That is exactly the definition of speed.
Q37. A simple pendulum is taken to the Moon. Its time period will:
A. Increase
B. Decrease
C. Remain same
D. Become zero
A. IncreaseThe time period of a pendulum also depends on gravity. On the Moon, gravity is weaker (about 1/6th of Earth’s gravity). A weaker gravity makes the pendulum swing more slowly, so time period increases.
Q38. The motion of a child on a sea-saw is:
A. Circular motion
B. Translatory motion
C. Oscillatory motion
D. Random motion
C. Oscillatory motionA sea-saw moves up and down repeatedly. One end goes up while the other goes down, and then they reverse. This back-and-forth motion is oscillatory.
Q39. Convert 72 kilometre per hour into metre per second.
A. 20 metre per second
B. 259.2 metre per second
C. 72 metre per second
D. 0.02 metre per second
A. 20 metre per secondTo convert km/h to m/s, multiply by 5/18. So 72 × (5/18) = 72 × 5 ÷ 18 = 360 ÷ 18 = 20 m/s. Remember: multiply by 5/18 to go from km/h to m/s.
Q40. Which of the following is NOT a unit of speed?
A. m/s
B. km/h
C. cm/s
D. s/m
D. s/mSpeed is distance divided by time, so its unit is a unit of distance divided by a unit of time, like m/s, km/h, cm/s. s/m would be time per distance, which is not speed.
Q41. The time taken by a pendulum to complete one oscillation is called its:
A. Frequency
B. Time period
C. Amplitude
D. Length
B. Time periodThis is the definition of time period. Frequency is number of oscillations per second. Amplitude is the maximum displacement from mean position.
Q42. A man walks 500 metre in 250 second. His speed is:
A. 2 m/s
B. 0.5 m/s
C. 125000 m/s
D. 750 m/s
A. 2 m/sSpeed = distance/time = 500 metre / 250 second = 2 metre per second. He walks 2 metre every second.
Q43. The maximum displacement of a pendulum bob from its mean position is called:
A. Time period
B. Frequency
C. Amplitude
D. Oscillation
C. AmplitudeWhen you pull the bob to one side, the distance from the mean position to that extreme point is the amplitude. Larger amplitude means the bob swings wider.
Q44. Which of these motions repeats itself after a fixed interval of time?
A. Random motion
B. Periodic motion
C. Linear motion
D. Circular motion
B. Periodic motionPeriodic motion is any motion that repeats at regular intervals of time. Oscillatory motion is a type of periodic motion. The swinging of a pendulum is periodic.
Q45. A bus moves with a speed of 30 metre per second. How much distance will it cover in 10 second?
A. 3 metre
B. 300 metre
C. 40 metre
D. 20 metre
B. 300 metreDistance = speed × time = 30 m/s × 10 s = 300 metre. If it moves at 30 metre per second, in 10 seconds it covers 300 metre.
Q46. The symbol for hour as a unit of time is:
A. h
B. hr
C. H
D. ho
A. hThe standard symbol for hour is h. It is written in lowercase and singular. For example, 3 hour is written as 3 h, not 3 hrs.
Q47. Which of the following is an example of uniform motion?
A. A car speeding up on a highway
B. A train slowing down at a station
C. A fan running at constant speed
D. A ball falling from a height
C. A fan running at constant speedUniform motion means constant speed in a straight line. A fan blade moves in a circle but at constant speed, so its speed is uniform. The other options involve changing speed.
Q48. If a pendulum has a time period of 1.5 second, the number of oscillations it completes in 30 second is:
A. 20
B. 45
C. 30
D. 15
A. 20Number of oscillations = total time / time period = 30 second / 1.5 second = 20. So in 30 second, it swings back and forth 20 times.
Q49. Which of the following is the correct symbol for metre per second?
A. mps
B. m/s
C. m.s
D. m-s
B. m/sThe SI symbol for metre per second is m/s. It is written with a forward slash. Do not write mps or m.s. The symbols m and s are both singular.
Q50. To measure the time period of a pendulum accurately, we should:
A. Measure time for one oscillation only
B. Measure time for 20 oscillations and then divide by 20
C. Measure time for 100 oscillations and multiply by 100
D. Guess the time
B. Measure time for 20 oscillations and then divide by 20Measuring time for many oscillations reduces the error caused by human reaction time. For example, if you measure time for 20 oscillations, any small mistake gets divided by 20, giving a more accurate time period.
