1) What Are the Units of Time? Explain the Relationship Among the Units of Time.
- The units of time are hours, minutes and seconds.
- The relation among the units of time is as follows-
- 60 seconds is equal to 1 minute.
- 60 minutes is equal to 1 hour.
- 1 hour is equal to 3600 seconds.
2) What is metrology?
- Metrology is the study of measurement scientifically.
- Metrology helps us to understand different quantities and their units.
3) What Is Acceleration, and How Do We Measure It?
- The rate of change of velocity per unit of time is called acceleration. An increase in speed characterises an accelerated object.
- Velocity can be defined as the displacement of an object per unit of time.
- The formula of acceleration is change in velocity ∕ Time.
- The unit of acceleration is m ∕ s2
4) What Is the Difference Between C.G.S. and F.P.S. Systems?
The difference between C.G.S. and F.P.S. systems are following-
C.G.S. system |
F.P.S. system |
1. In this system, centimetre, gram, and second are the length, mass, and time units, respectively. |
1. In this system, foot, pound, and second are the length, mass, and time units, respectively. |
2. This system is known as the French system of units. |
2. This system is also known as the British system of units. |
5)
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This Is a Badminton Court. Find Out This Court’s Perimeter and Area and Mention the Units Properly.
- This badminton court is a rectangle as its length is longer than its width.
- The perimeter of a rectangle can be calculated using the formulae 2 (L + W)
- Hence the perimeter of this badminton court is equal to 2 ( 50 + 30) metres = 140 metres.
- The area of a rectangle can be calculated using the formulae L X W.
- Hence the area of this badminton court is equal to 50 X 30 m2 = 1500 m2
6) What Is the Relation Between 1 Metre and 1 Kilometre?
The relation between 1 metre and 1 kilometre is as follows:
1metre = 0.001 kilometre or
1 kilometre = 1000 metre
7) How Do People Use To Measure Time in the Past?
- In the past, people used to measure time with the help of egg timers.
- An egg timer is a sealed glass container with a narrow neck in the middle.
- Egg-timers are filled with sand, which flows through the narrow neck from top to bottom when the container is inverted.
- The duration for the complete transfer of sand from the upper part to the lower part denoted a certain period of time.
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)
8) What Is the Difference Between 1 Kilometre and 1 Mile?
- Kilometres and miles are both units of length.
- Mile is a bigger unit as compared to the kilometre.
- One mile equals 1609.34 metres, whereas 1 km equals 1000 m.
9) Define Calibration
- The act of marking units on an instrument is called calibration.
- It is done to take accurate measurements.
- This process minimises the occurrence of errors while taking measurements.