Advertisements
Advertisements
Question
Answer the following in detail.
Explain by giving two examples of why the measurement of a physical quantity is expressed as a combination of a numeral and a unit.
Advertisements
Solution
To measure a physical quantity, we need to compare it with a known fixed physical quantity of the same kind, i.e., a unit. Hence, the measurement of a physical quantity is always written as a combination of a numeral along with the unit. The numeral specifies the number of times the unit is repeated.
Example :
- Using a centimeter scale, the length of the pencil box is found to be 20 centimeters (cm). 20 cm simply means that the length is 20 times a centimeter. (The centimeter forms the unit of length in a centimeter scale.) Here, the number 20 is the numeral (magnitude) and cm is the unit.
- Using a weighing (kilogram) scale, the weight of the box is found to be 2 kilograms (kg) 2 kg simply means that the mass of the box is 2 times a kilogram. (The kilogram forms the unit of mass in a kilogram scale). Here, the number 2 is the numeral (magnitude) and kg is the unit.
APPEARS IN
RELATED QUESTIONS
A piece of brass of volume 30 cm3 has a mass of 252 g. Find the density of brass in (i) g cm-3, (ii) kg m-3.
Express 36 km h-1 in m s-1
Convert the following quantity as indicated:
0.2 km = m
State if the following statement is true or false:
Centi mean a hundredth part.
Answer the following in detail.
Which is the most suitable unit for measuring the volume of a cylinder of a car engine?
Answer the following in detail.
Explain in detail why railways and airlines use the 24-hour clock format.
Solve the following numerical problem.
Express 8000 g in kg?
Name some of the derived quantities.
What is the fundamental quantity? Give examples.
Write SI units for the fundamental quantity.
