Class 9 Science Chapter 8 Journey Inside the Atom – NCERT Solutions & Easy Notes Part 4 | PJ Sir
Class 9 Science Chapter 8 Journey Inside the Atom – NCERT Solutions & Easy Notes Part 4 | PJ Sir
Part 4: Isotopes, Isobars & Average Atomic Mass
Part 1 me humne Dalton, Thomson aur Rutherford ke atomic models samjhe.
Part 2 me Bohr Model, electron, proton, neutron, atomic number aur mass number padha.
Part 3 me electronic configuration, 2n² rule, valence electrons, octet aur valency samjhi.
Ab Chapter 8 ke final part me hum padhenge:
Isotopes
Isobars
Average Atomic Mass
Important Numericals
Complete Chapter Revision
1. What Are Isotopes?
Hum jaante hain:
Atomic Number (Z) = Number of Protons
Aur:
Mass Number (A) = Number of Protons + Number of Neutrons
Kabhi-kabhi same element ke atoms me protons ki sankhya same hoti hai, lekin neutrons ki sankhya different hoti hai.
Aise atoms ko Isotopes kehte hain.
Definition of Isotopes
Atoms of the same element having the same atomic number but different mass numbers are called isotopes.
In simple words:
Same Element
Same Atomic Number
Same Number of Protons
but
Different Number of Neutrons
Different Mass Numbers
PJ Sir Trick
Remember:
Isotopes = Same Z, Different A
Z = Atomic Number
A = Mass Number
2. Why Do Isotopes Have the Same Atomic Number?
Atomic number depends upon the number of protons.
Isotopes belong to the same element, so they contain the same number of protons.
Therefore, their atomic number is the same.
But their number of neutrons is different.
Hence, their mass numbers are different.
3. Isotopes of Hydrogen
Hydrogen has three isotopes:
Protium
Deuterium
Tritium
Protium
Representation:
¹₁H
Protons = 1
Neutrons = 0
Mass Number = 1
Deuterium
Representation:
²₁H
Protons = 1
Neutrons = 1
Mass Number = 2
Tritium
Representation:
³₁H
Protons = 1
Neutrons = 2
Mass Number = 3
Notice carefully:
All three have:
Atomic Number = 1
But their mass numbers are:
1, 2 and 3
Therefore, they are isotopes of hydrogen.
4. Isotopes of Carbon
Carbon also occurs in different isotopic forms.
Important examples include:
Carbon-12
Carbon-13
Carbon-14
All carbon isotopes have:
Atomic Number = 6
Therefore:
Number of protons = 6
But their number of neutrons is different.
Carbon-12
Protons = 6
Neutrons = 12 – 6 = 6
Carbon-13
Protons = 6
Neutrons = 13 – 6 = 7
Carbon-14
Protons = 6
Neutrons = 14 – 6 = 8
PJ Sir Trick
For any isotope:
Neutrons = Mass Number – Atomic Number
or
n = A – Z
5. Chemical Behaviour of Isotopes
Chemical behaviour is strongly related to the electronic configuration of an atom.
Isotopes of the same element have the same atomic number.
Therefore, neutral isotopes have the same number of electrons and the same electronic configuration.
Hence, isotopes of an element generally show similar chemical properties.
However, because their masses are different, some of their physical properties can differ.
6. Uses of Isotopes
Different isotopes have several important applications.
For example, isotopes are used in areas such as:
Medicine
Scientific research
Determining the age of ancient materials
Nuclear applications
One well-known example is Carbon-14, which is used for estimating the age of materials that were once living.
7. Why Is Atomic Mass Sometimes a Decimal?
You may have noticed values such as:
Chlorine ≈ 35.5 u
This can look confusing.
How can atomic mass be a decimal when protons and neutrons occur as whole particles?
The answer lies in isotopes.
Many elements occur naturally as a mixture of different isotopes.
Therefore, the atomic mass shown for an element represents an average atomic mass based on the masses and relative abundance of its naturally occurring isotopes.
8. What Is Average Atomic Mass?
Average atomic mass is calculated as a weighted average of the masses of the naturally occurring isotopes of an element.
This means an isotope that is more abundant contributes more to the average.
General Formula
Average Atomic Mass =
(Mass₁ × Percentage Abundance₁ + Mass₂ × Percentage Abundance₂ + ...) ÷ 100
PJ Sir Trick
Don't take a simple average unless the isotopes are present in equal amounts.
Remember:
Mass × Abundance → Add → Divide by 100
9. Example of Average Atomic Mass
Suppose an element has two isotopes:
First isotope:
Mass = 10 u
Abundance = 20%
Second isotope:
Mass = 11 u
Abundance = 80%
Average Atomic Mass:
[(10 × 20) + (11 × 80)] ÷ 100
= (200 + 880) ÷ 100
= 1080 ÷ 100
= 10.8 u
Therefore:
Average Atomic Mass = 10.8 u
This shows why average atomic mass need not be a whole number.
10. Average Atomic Mass of Chlorine
Chlorine occurs naturally as a mixture of isotopes.
Because the isotopes occur in different proportions, the average atomic mass of naturally occurring chlorine comes close to:
35.5 u
The important concept here is:
Atomic mass shown for an element can represent the weighted average of its naturally occurring isotopes.
11. What Are Isobars?
Now consider atoms of different elements.
Sometimes two different elements may have the same mass number, even though their atomic numbers are different.
Such atoms are called:
Isobars
Definition of Isobars
Atoms of different elements having the same mass number but different atomic numbers are called isobars.
PJ Sir Trick
Isobars = Same A, Different Z
Compare:
Isotopes → Same Z, Different A
Isobars → Same A, Different Z
This is one of the easiest ways to remember the difference.
12. Example of Isobars
Consider:
⁴⁰₁₈Ar
and
⁴⁰₂₀Ca
For Argon:
Mass Number = 40
Atomic Number = 18
For Calcium:
Mass Number = 40
Atomic Number = 20
Both have:
Same Mass Number = 40
But:
Different Atomic Numbers
Therefore, they are isobars.
13. Isotopes vs Isobars
Isotopes
Same element
Same atomic number
Same number of protons
Different number of neutrons
Different mass number
Example:
¹₁H, ²₁H, ³₁H
Isobars
Different elements
Different atomic numbers
Different numbers of protons
Same mass number
Example:
⁴⁰₁₈Ar and ⁴⁰₂₀Ca
PJ Sir Super Trick
Just remember two lines:
ISO-TOPES → Same Z
ISO-BARS → Same A
14. Solved Numerical 1
An atom has:
Atomic Number = 17
Mass Number = 35
Find the number of protons, electrons and neutrons.
Solution
Atomic Number:
Z = 17
Therefore:
Protons = 17
For a neutral atom:
Electrons = 17
Neutrons:
n = A – Z
= 35 – 17
= 18
Answer
Protons = 17
Electrons = 17
Neutrons = 18
15. Solved Numerical 2
Two atoms have:
Atom X: Z = 6, A = 12
Atom Y: Z = 6, A = 14
Are they isotopes or isobars?
Solution
Both have:
Atomic Number = 6
But mass numbers are different:
12 and 14
Therefore:
X and Y are isotopes.
16. Solved Numerical 3
Two atoms have:
Atom X: Z = 18, A = 40
Atom Y: Z = 20, A = 40
Identify their relationship.
Solution
Mass Number is the same:
A = 40
Atomic Numbers are different:
18 and 20
Therefore:
They are isobars.
Important Questions & Answers
Q1. What are isotopes?
Answer: Atoms of the same element having the same atomic number but different mass numbers are called isotopes.
Q2. Why do isotopes have different mass numbers?
Answer: Isotopes have different numbers of neutrons, which causes their mass numbers to differ.
Q3. Name the three isotopes of hydrogen.
Answer: Protium, Deuterium and Tritium.
Q4. How many neutrons are present in deuterium?
Answer: Deuterium has 1 neutron.
Q5. How many neutrons are present in tritium?
Answer: Tritium has 2 neutrons.
Q6. Why do isotopes generally have similar chemical properties?
Answer: Isotopes of the same element have the same atomic number and therefore the same electronic configuration in their neutral atoms, resulting in similar chemical behaviour.
Q7. What is average atomic mass?
Answer: It is the weighted average of the masses of the naturally occurring isotopes of an element according to their relative abundance.
Q8. Why can average atomic mass be a decimal?
Answer: Because many elements occur as mixtures of isotopes with different masses and relative abundances.
Q9. What are isobars?
Answer: Atoms of different elements having the same mass number but different atomic numbers are called isobars.
Q10. Give an example of isobars.
Answer: ⁴⁰₁₈Ar and ⁴⁰₂₀Ca
Q11. What is the main difference between isotopes and isobars?
Answer: Isotopes have the same atomic number but different mass numbers, while isobars have the same mass number but different atomic numbers.
Q12. Write the formula for calculating neutrons.
Answer:
n = A – Z
30-Second Revision
Isotopes → Same Z, Different A
Isobars → Same A, Different Z
Hydrogen Isotopes → Protium, Deuterium, Tritium
Carbon Isotopes → Carbon-12, Carbon-13, Carbon-14
Neutrons → n = A – Z
Average Atomic Mass → Weighted Average of Isotopic Masses
More abundant isotope → Greater contribution to average mass
⁴⁰Ar & ⁴⁰Ca → Isobars
Complete Chapter 8 Revision Map
Now connect all four parts:
Dalton → Atomic Theory
↓
J. J. Thomson → Electron
↓
Thomson Model → Positive sphere + electrons
↓
Rutherford → Nucleus + mostly empty space
↓
Bohr → Fixed Energy Levels
↓
Electron, Proton & Neutron
↓
Atomic Number → Z = p
↓
Mass Number → A = p + n
↓
Electronic Configuration
↓
2n² Rule
↓
Valence Electrons
↓
Valency
↓
Isotopes
↓
Average Atomic Mass
↓
Isobars
This completes our journey inside the atom.
Read All Parts of Chapter 8
Part 1 – Journey of Atomic Models: Dalton to Rutherford
https://pjsirkota.blogspot.com/2026/09/class-9-journey-inside-atom-part-1.html
Part 2 – Bohr Model, Subatomic Particles, Atomic Number & Mass Number
https://pjsirkota.blogspot.com/2026/09/class-9-journey-inside-atom-part-2.html
Part 3 – Electronic Configuration & Valency Made Easy
https://pjsirkota.blogspot.com/2026/09/class-9-journey-inside-atom-part-3.html
Part 4 – Isotopes, Isobars & Average Atomic Mass
You are reading Part 4.
About the Author
Priyank Joshi (PJ Sir)
Chemistry Educator & Mentor
18+ Years of Teaching Experience
JEE | NEET | Class 9–12 Chemistry
The aim of these notes is to help students understand Chemistry through concepts rather than simply memorising information.
Reference: Exploration – Grade 9 Science, Chapter 8: Journey Inside the Atom.
This page contains independently written explanations, examples and learning support prepared by Priyank Joshi (PJ Sir) for students.
📚 Class 9 Science Chapter 8 – Journey Inside the Atom: Read All Parts
Part 1 – Journey of Atomic Models: Dalton, Thomson & Rutherford
READ PART 1 →
Part 2 – Bohr Model, Subatomic Particles, Atomic Number & Mass Number
READ PART 2 →
Part 3 – Electronic Configuration, Valence Electrons & Valency
READ PART 3 →
Part 4 – Isotopes, Isobars & Average Atomic Mass
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