# Selina solutions for Concise Physics Class 9 ICSE chapter 1 - Measurements and Experimentation [Latest edition]

#### Chapters ## Chapter 1: Measurements and Experimentation

Exercise 1 (A)Exercise 1 (B)Exercise 1 (C)
Exercise 1 (A) [Page 9]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (A) [Page 9]

Exercise 1 (A) | Q 1 | Page 9

What is meant by measurement?

Exercise 1 (A) | Q 2 | Page 9

What do you understand by the Term Unit?

Exercise 1 (A) | Q 3 | Page 9

What are the three requirements for selecting a unit of a physical quantity?

Exercise 1 (A) | Q 4 | Page 9

Name the three fundamentals quantities.

Exercise 1 (A) | Q 5 | Page 9

Name the three systems of units and state the various fundamentals units in them.

Exercise 1 (A) | Q 6 | Page 9

Define a fundamental unit.

Exercise 1 (A) | Q 7 | Page 9

What are the fundamental unit in S.I system? Name them along with their symbols.

Exercise 1 (A) | Q 8 | Page 9

Explain the meaning of the derived unit with the help of one example?

Exercise 1 (A) | Q 9 | Page 9

Define  Standard metre.

Exercise 1 (A) | Q 10 | Page 9

Name two units of length which are bigger than a metre. How are they related of the metre?

Exercise 1 (A) | Q 11 | Page 9

Write the names of two units of length smaller than a metre. Express their relationship with the metre.

Exercise 1 (A) | Q 12 | Page 9

How is nanometer related to Angstrom?

Exercise 1 (A) | Q 13 | Page 9

Name the three convenient units used to measure length ranging from very short to very long value. How are they related to the S.I unit?

Exercise 1 (A) | Q 14 | Page 9

Name the S.I unit of mass and define it.

Exercise 1 (A) | Q 15.1 | Page 9

Complete the following: 1 light year =……….m

Exercise 1 (A) | Q 15.2 | Page 9

Complete the following: 1 m =……….Å

Exercise 1 (A) | Q 15.3 | Page 9

Complete the following: 1 m  =……….. µ

Exercise 1 (A) | Q 15.4 | Page 9

Complete the following: 1 micron =………..Å

Exercise 1 (A) | Q 15.5 | Page 9

Complete the following: 1 fermi = ……….. m

Exercise 1 (A) | Q 16 | Page 9

State two units of mass bigger than smaller than a kilogram. How are they related to the kilogram.

Exercise 1 (A) | Q 17 | Page 9

State two units of mass bigger than a kilogram. Give their relationship with the kilogram?

Exercise 1 (A) | Q 18.1 | Page 9

Complete the following: 1 g =………kg

Exercise 1 (A) | Q 18.2 | Page 9

Complete the following : 1 mg =………kg

Exercise 1 (A) | Q 18.3 | Page 9

Complete the following: 1 quintal =………kg

Exercise 1 (A) | Q 18.4 | Page 9

Complete the following : 1 a.m.u (or u) =……..kg

Exercise 1 (A) | Q 19 | Page 9

Name the S.I unit of time and define it.

Exercise 1 (A) | Q 20 | Page 9

Name two units of time bigger than a second. How are they related to the Second?

Exercise 1 (A) | Q 21 | Page 9

What is a leap year?

Exercise 1 (A) | Q 22 | Page 9

The year 2020 will have February of 29 days'. Is this statement true?

Exercise 1 (A) | Q 23 | Page 9

What is a lunar month?

Exercise 1 (A) | Q 24.1 | Page 9

Complete the following: 1 nano second =……….s.

Exercise 1 (A) | Q 24.2 | Page 9

Complete the following: 1 µs =……….s

Exercise 1 (A) | Q 24.3 | Page 9

Complete the following:

1 mean solar day = _______ s.

Exercise 1 (A) | Q 24.4 | Page 9

Complete the following: 1 year =……….s.

Exercise 1 (A) | Q 25.1 | Page 9

Name the physical quantities which are measured in the given units: u

Exercise 1 (A) | Q 25.2 | Page 9

Name the physical quantities which are measured in the given units:-

ly

Exercise 1 (A) | Q 25.3 | Page 9

Name the physical quantities which are measured in the given units:-

ns

Exercise 1 (A) | Q 25.4 | Page 9

Name the physical quantities which are measured in the given units:

nm

Exercise 1 (A) | Q 26.1 | Page 9

Write the derived unit of speed

Exercise 1 (A) | Q 26.2 | Page 9

Write the derived unit of force

Exercise 1 (A) | Q 26.3 | Page 9

Write the derived unit of work

Exercise 1 (A) | Q 26.4 | Page 9

Write the derived unit of the pressure

Exercise 1 (A) | Q 27.1 | Page 9

How are the following derived unit related to the fundamental unit?

Newton

Exercise 1 (A) | Q 27.2 | Page 9

How are the following derived unit related to the fundamental unit?

watt

Exercise 1 (A) | Q 27.3 | Page 9

How are the followings derived unit related to the fundamental unit?

joule

Exercise 1 (A) | Q 27.4 | Page 9

How are the following derived unit related to the fundamental unit?

Pascal

Exercise 1 (A) | Q 28.1 | Page 9

Name the physical quantity related to the following unit :-

km2

Exercise 1 (A) | Q 28.2 | Page 9

Name the physical quantity related to the following unit:-

Newton

Exercise 1 (A) | Q 28.3 | Page 9

Name the physical quantity related to the following unit :- Joule

Exercise 1 (A) | Q 28.4 | Page 9

Name the physical quantity related to the following unit: Pascal

Exercise 1 (A) | Q 28.5 | Page 9

Name the physical quantity related to the following unit:- watt

Exercise 1 (A) [Page 10]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (A) [Page 10]

Exercise 1 (A) | Q 1 | Page 10

The fundamental unit is:-

• Newton

• Pascal

• hertz

• second

Exercise 1 (A) | Q 2 | Page 10

Which of the following unit is not a fundamental unit:

• metre

• Litre

• second

• kilogram

Exercise 1 (A) | Q 3 | Page 10

The unit of time is :

• light year

• parsec

• leap year

• angstrom

Exercise 1 (A) | Q 4 | Page 10

1 Å is equal to :

• 0.1 nm

• 10-10 cm

• 10-8 m

• 104 µ

Exercise 1 (A) | Q 5 | Page 10

ly is the unit of:-

• time

• length

• mass

• none of this

Exercise 1 (A) [Page 10]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (A) [Page 10]

Exercise 1 (A) | Q 1.1 | Page 10

The wavelength of light of a particular colour is 5800 Å.
Express it in nanometre

Exercise 1 (A) | Q 1.2 | Page 10

The wavelength of light of a particular colour is 5800 Å.
Express it in metre.

Exercise 1 (A) | Q 2 | Page 10

The size of bacteria is 1 µ. Find the number of bacteria present in 1 m length.

Exercise 1 (A) | Q 3 | Page 10

The distance of a galaxy is 5·6 × 1025 m . Assuming the speed of light to be 3 × 108 "ms"^-1. Find the time taken by light to travel this distance .
[Hint : "Time taken" = "Distance travelled"/"speed"]

Exercise 1 (A) | Q 4 | Page 10

The wavelength of light is 589 nm. what is its wavelength in Å?

Exercise 1 (A) | Q 5 | Page 10

The mass of an oxygen atom is 16.00 u . Find its mass in kg.

Exercise 1 (A) | Q 6 | Page 10

It takes time 8 min for light to reach from the sun to the earth surface . If speed of light is taken to be 3 xx 10^8   "m/s"^-1 , find the distance from the sun to the earth in km .

Exercise 1 (A) | Q 7 | Page 10

'The distance of a star from the earth is 8.33 light minutes.' what do you mean by this statement ? Express the distance in metre .

Exercise 1 (B) [Page 20]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (B) [Page 20]

Exercise 1 (B) | Q 1 | Page 20

Explain the meaning of the term 'least count of an instrument' by taking a suitable example.

Exercise 1 (B) | Q 2 | Page 20

A boy makes a ruler with graduations in cm on it, (i.e. 100 divisions in 1 m). To what accuracy  this  ruler can measure? How can this accuracy be increased?

Exercise 1 (B) | Q 3 | Page 20

A boy measures the length of a pencil and expresses it to be 2.6 cm. what is the accuracy of his measurement ? Can he write it as 2.60 cm ?

Exercise 1 (B) | Q 4 | Page 20

Define the least count of vernier callipers. How do you determine it?

Exercise 1 (B) | Q 5 | Page 20

Define the term 'Vernier constant'.

Exercise 1 (B) | Q 6 | Page 20

When is a vernier Callipers said to be free from zero error?

Exercise 1 (B) | Q 7 | Page 20

What is meant by zero error of vernier callipers ? How is it determined? Draw neat diagrams to explain it. How is it taken in account to get the correct measurement?

Exercise 1 (B) | Q 8 | Page 20

A vernier callipers has a zero error of + 0.06 cm. Draw a neat labelled diagram to represent it.

Exercise 1 (B) | Q 9 | Page 20

Draw a neat and labelled diagram of a vernier callipers. Name its main parts and state their functions.

Exercise 1 (B) | Q 10 | Page 20

State three uses of the vernier callipers.

Exercise 1 (B) | Q 11 | Page 20

Name the two scales of a vernier callipers and explain how it is used to measure length correct up to 0.01 cm.

Exercise 1 (B) | Q 12 | Page 20

Describe in steps, how would you use a vernier callipers to measure the length of a small rod ?

Exercise 1 (B) | Q 13.1 | Page 20

Name the part of the vernier callipers which is used to measure the following

External diameter of a tube

Exercise 1 (B) | Q 13.2 | Page 20

Name the part of the vernier callipers which is used to measure the following

Internal diameter of a mug

Exercise 1 (B) | Q 13.3 | Page 20

Name the part of the vernier callipers which is used to measure the following

Depth of a small bottle

Exercise 1 (B) | Q 13.4 | Page 20

Name the part of the vernier callipers which is used to measure the following

Thickness of a pencil.

Exercise 1 (B) | Q 14.1 | Page 20

Explain the terms : Pitch .
How are they determined?

Exercise 1 (B) | Q 14.2 | Page 20

Explain the terms : Least count of a screw gauge.
How are they determined?

Exercise 1 (B) | Q 15 | Page 20

How can the least count of a screw gauge be decreased ?

Exercise 1 (B) | Q 16 | Page 20

Draw a neat and labelled diagram of a screw gauge.

Name its main parts and state their functions.

Exercise 1 (B) | Q 17 | Page 20

State one use of a screw gauge.

Exercise 1 (B) | Q 18 | Page 20

State the purpose of ratchet in a screw gauge.

Exercise 1 (B) | Q 19 | Page 20

What do you mean by zero error of a screw gauge? How is it accounted for?

Exercise 1 (B) | Q 20 | Page 20

A screw gauge has a least count 0.001 cm and zero error +0.007 cm. Draw a neat diagram to represent it.

Exercise 1 (B) | Q 21 | Page 20

What is backlash error? Why is it caused? How is it avoided?

Exercise 1 (B) | Q 22 | Page 20

Describe the procedure to measure the diameter of a wire with the help of a screw gauge.

Exercise 1 (B) | Q 23.1 | Page 20

Name the instrument which can accurately measure the following

The diameter of a needle

Exercise 1 (B) | Q 23.2 | Page 20

Name the instrument which can accurately measure the following

The thickness of a paper

Exercise 1 (B) | Q 23.3 | Page 20

Name the instrument which can accurately measure the following

The internal diameter of the neck of a water bottle

Exercise 1 (B) | Q 23.4 | Page 20

Name the instrument which can accurately measure the following

The diameter of a pencil.

Exercise 1 (B) | Q 24 | Page 20

Which of the following measures a small length to high accuracy : metre rule , vernier callipers or screw gauge?

Exercise 1 (B) | Q 25.1 | Page 20

Name the instrument which has the least count

0.1 mm

Exercise 1 (B) | Q 25.2 | Page 20

Name the instrument which has the least count

1 mm

Exercise 1 (B) | Q 25.3 | Page 20

Name the instrument which has the least count

0.01 mm

Exercise 1 (B) [Page 20]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (B) [Page 20]

Exercise 1 (B) | Q 1 | Page 20

The least count of a vernier calipers is :

• 1 cm

• 0.001 cm

• 0.1 cm

• 0.01 cm

Exercise 1 (B) | Q 2 | Page 20

A microscope has its main scale with 20 divisions in 1 cm and vernier scale with 25 divisions, the length of which is equal to the length of 24 divisions of main scale. The least count of microscope is

• 0.002 cm

• 0.001 cm

• 0.02 cm

• 0.01 cm

Exercise 1 (B) | Q 3 | Page 20

The diameter of a thin wire can be measured by

• A vernier calipers

• A metre rule

• A screw gauge

• none of these

Exercise 1 (B) [Pages 20 - 21]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (B) [Pages 20 - 21]

Exercise 1 (B) | Q 1 | Page 20

A stopwatch has 10 divisions graduated between the 0 and 5 s marks. What is its least count?

Exercise 1 (B) | Q 2 | Page 20

A vernier has 10 divisions and they are equal to 9 divisions of the main scale in length. If the main scale is calibrated in mm, what is its least count?

Exercise 1 (B) | Q 3 | Page 21

A microscope is provided with a main scale graduated with 20 divisions in 1 cm and a vernier scale with 50 division on it of length same as of 49 divisions of main scale. Find the least count of the microscope.

Exercise 1 (B) | Q 4 | Page 21

A boy uses a vernier callipers to measure the thickness of his pencil. He measures it to be 1.4 mm. If the zero error of vernier callipers is +0.02 cm, what is the correct thickness of the pencil?

Exercise 1 (B) | Q 5 | Page 21

A vernier callipers has its main scale graduated in mm and 10 divisions on its vernier scale are equal in length to 9 mm. When the two jaws are in contact, the zero of the vernier scale is ahead of the zero of the main scale and the 3rd division of the vernier

scale coincides with a main scale division.

Find : (i) The least count and

(ii) The zero error of the vernier callipers.

Exercise 1 (B) | Q 6 | Page 20

The main scale of a vernier callipers is calibrated in mm and 19 divisions of main scale are equal in length to 20 divisions of the vernier scale. In measuring the diameter of a cylinder by this instrument, the main scale reads 35 divisions and 4th division of vernier scale coincides with a main scale division. Find

(i) Least count and (ii) Radius of a cylinder.

Exercise 1 (B) | Q 7 | Page 21

In the vernier callipers, there are 10 divisions on the vernier scale and 1 cm on the main scale is divided into 10 parts. While measuring the length, the zero of the vernier lies just ahead of the 1.8 cm mark and the 4th division of vernier coincides with a main scale division.

(a) Find the length.

(b) If zero error of vernier callipers is -0.02 cm,

What is the correct length ?

Exercise 1 (B) | Q 8 | Page 21

While measuring the length of a rod with a vernier callipers, below shows the position of its scales. What is the length of the rod? Exercise 1 (B) | Q 9 | Page 21

The pitch of a screw gauge is 0.5 mm and the head scale is divided in 100 parts. What is the least count of a screw gauge?

Exercise 1 (B) | Q 10 | Page 21

The thimble of a screw gauge has 50 divisions. The spindle advances 1 mm when the screw is turned through two revolutions.

(i) What is the pitch of the screw gauge?

(ii) What is the least count of the screw gauge?

Exercise 1 (B) | Q 11 | Page 21

The pitch of a screw gauge is 1 mm and the circular scale has 100 divisions. In measurement of the diameter of a wire, the main scale reads 2 mm and 45th mark on the circular scale coincides with the base line. Find

(i) The least count and

(ii) The diameter of the wire.

Exercise 1 (B) | Q 12 | Page 21

When a screw gauge with a least count of 0.01 mm is used to measure the diameter of a wire, the reading on the sleeve is found to be 1 mm and the reading on the thimble is found to be 27 divisions.

(i) What is the diameter of the wire in cm?

(ii) If the zero error is +0.005 cm, what is the correct diameter?

Exercise 1 (B) | Q 13 | Page 21

A screw gauge has 50 divisions on its circular scale and its screw moves by 1 mm on turning it by two revolutions. When the flat end of the screw is in contact with the stud, the zero of the circular scale lies below the base line and 4th division of the circular scale is in line with the base line. Find

(i) The pitch,

(ii) The least count and

(iii) The zero error of the screw gauge

Exercise 1 (B) | Q 14 | Page 21

Fig., below shows the reading obtained while measuring the diameter of a wire with a screw gauge. The screw advances by 1 division on the main scale when circular head is rotated once. Find:
(i) Pitch of the screw gauge,
(ii) Least count of the screw gauge and
(iii) The diameter of the wire.

Exercise 1 (B) | Q 15 | Page 21

A screw has a pitch equal to 0.5 mm. What should be the number of divisions on its head so as to read correctly up to 0.001 mm with its help?

Exercise 1 (C) [Page 25]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (C) [Page 25]

Exercise 1 (C) | Q 1 | Page 25

What is a simple pendulum? Is the pendulum used in a pendulum clock simple pendulum? Give reason to your answer.

Exercise 1 (C) | Q 2.1 | Page 25

Define the terms : oscillation

Exercise 1 (C) | Q 2.2 | Page 25

Define the term amplitude.

Exercise 1 (C) | Q 2.3 | Page 25

Define the term frequency.

Exercise 1 (C) | Q 2.4 | Page 25

Define the terms : time period as related to a simple pendulum.

Exercise 1 (C) | Q 3 | Page 25

Draw a neat diagram of a simple pendulum. Show on it the effective length of the pendulum and its one oscillation .

Exercise 1 (C) | Q 4 | Page 25

Name two factors on which the time period of a simple pendulum depends. Write the relation for the time period in terms of the above named factors.

Exercise 1 (C) | Q 5 | Page 25

Name two factors on which the time period of a simple pendulum does not depend.

Exercise 1 (C) | Q 6 | Page 25

How is the time period of a simple pendulum affected, if at all, in the following situations:

(a) The length is made four times.

(b) The acceleration due to gravity is reduced to one-fourth.

Exercise 1 (C) | Q 7 | Page 25

How are the time period T and frequency f of an oscillation of a simple pendulum related ?

Exercise 1 (C) | Q 8 | Page 25

How do you measure the time period of a given pendulum? Why do you note the time for more than one oscillation?

Exercise 1 (C) | Q 9 | Page 25

How does the time period (T) of a simple pendulum depend on its length (l)? Draw a graph showing the variation of T2 with l. How will you use this graph to determine the value of g (acceleration due to gravity)?

Exercise 1 (C) | Q 10 | Page 25

Two simple pendulums A and B have equal lengths, but their bobs weigh 50 gf and 100 gf, respectively. What would be the ratio of their time periods? Give reasons for your answer.

Exercise 1 (C) | Q 11 | Page 25

Two simple pendulums A and B have lengths 1.0 m and 4.0 m, respectively, at a certain place. Which pendulum will make more oscillations in 1 min? Explain your answer.

Exercise 1 (C) | Q 12 | Page 25

State how does the time period of a simple pendulum depend on (a) length of pendulum, (b) mass of bob, (c) amplitude of oscillation and (d) acceleration due to gravity.

Exercise 1 (C) | Q 13 | Page 25

What is a second's pendulum?

Exercise 1 (C) | Q 14 | Page 25

State the numerical value of the frequency of oscillation of a second's pendulum. Does it depend on the amplitude of oscillations?

Exercise 1 (C) [Page 25]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (C) [Page 25]

Exercise 1 (C) | Q 1 | Page 25

If the length of a simple pendulum is made one-fourth, then its time period becomes

• Four times

• One-fourth

• Double

• Half

Exercise 1 (C) | Q 2 | Page 25

The time period of a pendulum clock is :

• 1 s

• 2 s

• 1 min

• 12 h

Exercise 1 (C) | Q 3 | Page 25

The length of a second's pedulum is nearly :

• 0.5 m

• 9.8 m

• 1.0 m

• 2.0 m

Exercise 1 (C) [Pages 25 - 26]

### Selina solutions for Concise Physics Class 9 ICSE Chapter 1 Measurements and Experimentation Exercise 1 (C) [Pages 25 - 26]

Exercise 1 (C) | Q 1 | Page 25

A simple pendulum completes 40 oscillations in one minute. Find its (a) Frequency and (b) Time period.

Exercise 1 (C) | Q 2 | Page 25

The time period of a simple pendulum is 2 s. What is its frequency? What name is given to such a pedulum ?

Exercise 1 (C) | Q 3 | Page 25

A seconds pendulum is taken to a place where acceleration due to the gravity falls to one-fourth. How is the time period of the pendulum affected, if at all? Give reasons. What will be its new time period?

Exercise 1 (C) | Q 4 | Page 26

Find the length of a second's pendulum at a place where g = 10 m s-2 (Take π = 3.14)

Exercise 1 (C) | Q 5 | Page 26

Compare the time periods of the two pendulums of lengths 1 m and 9 m.

Exercise 1 (C) | Q 6 | Page 26

A pendulum completes 2 oscillations in 5 s. What is its time period? If g = 9.8 m s-2, find its length.

Exercise 1 (C) | Q 7 | Page 26

The time periods of two simple pendulums at a place are in the ratio 2:1. What will be the corresponding ratio of their lengths?

Exercise 1 (C) | Q 8 | Page 26

It takes 0.2 s for a pendulum bob to move from the mean position to one end. What is the time period of the pendulum?

Exercise 1 (C) | Q 9 | Page 26

How much time does the bob of a second's pendulum take to move from one extreme of its oscillation to the other extreme?

## Chapter 1: Measurements and Experimentation

Exercise 1 (A)Exercise 1 (B)Exercise 1 (C) ## Selina solutions for Concise Physics Class 9 ICSE chapter 1 - Measurements and Experimentation

Selina solutions for Concise Physics Class 9 ICSE chapter 1 (Measurements and Experimentation) include all questions with solution and detail explanation. This will clear students doubts about any question and improve application skills while preparing for board exams. The detailed, step-by-step solutions will help you understand the concepts better and clear your confusions, if any. Shaalaa.com has the CISCE Concise Physics Class 9 ICSE solutions in a manner that help students grasp basic concepts better and faster.

Further, we at Shaalaa.com provide such solutions so that students can prepare for written exams. Selina textbook solutions can be a core help for self-study and acts as a perfect self-help guidance for students.

Concepts covered in Concise Physics Class 9 ICSE chapter 1 Measurements and Experimentation are Unit Systems, International System of Units (SI System), Vernier Callipers, Simple Pendulum for Time, Measurements Using Common Instruments, Measurements, Physical Quantities, Unit and Its Types, Unit Prefixes, Measuring Smaller Distances, Measuring Larger Distances, Measurement of Time, Rules and Conventions for Writing SI Units and Their Symbols, Principle of Vernier, Screw Gauge, Principle of Screw Gauge, A Time Period of Oscillation and Frequency, Measurement of Length, Measurement of Mass.

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