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Meaning of Amortisation and How to Calculate it?

What Is the Meaning of Amortisation?

How to Calculate Amortisation?

Now, let's move to the example of the amortisation of loans.

Suppose you borrow a loan amounting to ₹50,000 for 5 years at a rate of 10% per annum. The amortisation schedules for the first and last three months are given below:

Month

Interest (A)

Principal (B)

Total Payment (A + B)

Outstanding balance

0

-

-

-

₹50,000

1

₹416.67

₹325.25

₹741.92

₹49,258

2

₹411.58

₹330.34

₹741.92

₹48,516.08

3

₹404.32

₹337.6

₹741.92

₹47,774.16

58

₹21.58

₹720.34

₹741.92

₹1483.84

59

₹18.25

₹723.67

₹741.92

₹741.92

60

₹11.06

₹730.86

₹741.92

0

As seen from the above example, amortisation schedule helps in repayment of the debt by focusing more on the interest component during the early instalments and providing more weightage to the principal in subsequent instalments.

How Does Amortisation Work?

What Is the Importance of Amortisation?

What Are the Types of Amortised Loans?

What Are the Benefits of Amortisation?

Frequently Asked Questions