A. Choose the correct option.
- The time period of a simple pendulum depends on the
a. length of the string
b. mass of the bob
c. extent to which the bob is displaced
d. none of the above
Answer: a. length of the string - What is the SI unit of time?
a. second
b. Minute
c. Hour
d. Day
Answer: a. second - A toy took 20 seconds to cover a distance of 40 metres. What is its speed?
a. 0.5 m/s
b. 5 m/s
c. 2 m/s
d. 20 m/s
Answer: c. 2 m/s - The distance travelled by a vehicle is displayed by the
a. speedometer
b. odometer
c. distance-time graph
d. pie chart
Answer: b. odometer
B. Fill in the blanks with the correct words.
- (Light year/kilometres per hour)
is a unit of time.
Answer: Light Year
- An hourglass is a type of
(cup/clock).
Answer: clock - The time period of a pendulum depends on
or
is the SI unit of speed.
Answer: length of the string, Metre per second - In uniform motion, speed
(steadily increases/remains the same).
Answer: remains the same
C. Match the Following.
| Item | Answer |
| 1. Second | a. instrument to measure time |
| 2. Clock | b. flat distance-time graph |
| 3. Pendulum | c. SI unit of time |
| 4. Zero speed | d. measured in m/s or km/h |
| 5. Speed | e. periodic motion |
| Item | Answer |
| 1. Second | c. SI unit of time |
| 2. Clock | a. instrument to measure time |
| 3. Pendulum | e. periodic motion |
| 4. Zero speed | b. flat distance-time graph |
| 5. Speed | d. measured in m/s or km/h |
D. Answer the following questions.
- Name three instruments used to measure time.
Answer: Clock, Watch, and Hourglass. - Explain the use of periodic motion to measure time.
Answer: Periodic motion repeats at regular intervals. By counting these consistent cycles, we can measure elapsed time, as seen in the swinging of a pendulum in a clock. - Name two units of time larger than a day.
Answer: Week and Month. - Name one clock that uses the movement of the sun to keep time.
Answer: Sundial. - What is speed? Give its SI unit.
Answer: Speed is the distance travelled by an object per unit of time. Its SI unit is metre per second (m/s).
E. Numerical Problems.
1. A vehicle travels 25 km in 15 minutes. Calculate its speed in km/h.
Solution:
- Distance travelled = 25 km
- Time taken = 15 minutes
- First, convert time to hours (since the required speed unit is km/h).
Time in hours = 15 minutes ÷ 60 minutes/hour = 0.25 hours - Speed = Distance ÷ Time
- Speed = 25 km ÷ 0.25 h
- Speed = 100 km/h
Final Answer: 100 km/h
2. A commercial aircraft travels at 900 km/h. Calculate the distance it travels in 5 hours.
Solution:
- Speed of aircraft = 900 km/h
- Time taken = 5 hours
- Distance travelled = Speed × Time
- Distance = 900 km/h × 5 h
- Distance = 4500 km
Final Answer: 4500 km
3. Seismic waves (earthquake waves) travel at about 8 km/s on the Earth’s crust. Calculate the distance it travels in 10 s.
Solution:
- Speed of seismic waves = 8 km/s
- Time taken = 10 s
- Distance travelled = Speed × Time
- Distance = 8 km/s × 10 s
- Distance = 80 km
Final Answer: 80 km
4. Convert the following
a. 30 s to minutes
Solution:
- 1 minute = 60 seconds
- Therefore, minutes = Seconds ÷ 60
- Minutes = 30 ÷ 60
- Minutes = 0.5
Final Answer: 0.5 minutes
b. 72 hours to days
Solution:
- 1 day = 24 hours
- Therefore, days = Hours ÷ 24
- Days = 72 ÷ 24
- Days = 3
Final Answer: 3 days
c. 90 km/h to m/s
Solution:
- To convert km/h to m/s, multiply by (1000 m / 3600 s) which is equal to (5/18).
- Speed in m/s = 90 × (5/18)
- Speed in m/s = (90 ÷ 18) × 5
- Speed in m/s = 5 × 5
- Speed in m/s = 25
Final Answer: 25 m/s
d. 75 m/s to km/h
Solution:
- To convert m/s to km/h, multiply by (3600 s / 1000 m) which is equal to (18/5).
- Speed in km/h = 75 × (18/5)
- Speed in km/h = (75 ÷ 5) × 18
- Speed in km/h = 15 × 18
- Speed in km/h = 270
Final Answer: 270 km/h