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.
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
Write true or false for a given statement.
The density of water is maximum at 4°C.
Write true or false for a given statement.
The speed 5 ms-1 is less than 25 km h-1.
Define one metre, the S.I. unit of length. State it's one multiple and one submultiple.
Convert the following quantity as indicated:
5 mg = ………. kg
State if the following statement is true or false:
There are seven base units in the SI system.
Tick the most appropriate answer.
The system of measurement based on centimetre-gram- second is known as
State if the following statement is true or false. Correct the statement if it is false.
Mercury does not stick to the surface of glass.
Answer the following in short.
Describe any two means by which the actual capacity’ of a measuring container can be made less than the correct value by a dishonest trader.
Solve the following numerical problem.
Express 8000 g in kg?
What do you mean by ‘unit’?