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Home Learning & Development

Simple Interest (SI) – Track2Training

February 19, 2026
in Learning & Development
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Simple Interest (SI) – Track2Training
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Daily writing prompt

What advice would you give to your teenage self?

🔹 Meaning of Simple Interest

Simple Interest (SI) is the interest calculated only on the original principal amount, for the entire duration of the loan or investment.It does not include interest on previously earned interest (unlike compound interest).

Simple interest is commonly used in:

Short-term loans

Personal borrowing

Fixed deposits (in some cases)

Educational examples

Basic financial planning

🔹 Formula of Simple Interest

SI=P×R×T100SI = \frac{P \times R \times T}{100}SI=100P×R×T​

Where:

SI = Simple Interest

P = Principal amount (Initial investment or loan)

R = Rate of interest (per annum in %)

T = Time (in years)

🔹 Total Amount Formula

To find the total amount payable or receivable:A=P+SIA = P + SIA=P+SI

Where:

A = Final Amount

P = Principal

SI = Simple Interest

Problem:

A person invests ₹50,000 at an interest rate of 8% per year for 3 years.Find the simple interest and total amount.

Step 1: Apply Formula

SI=P×R×T100SI = \frac{P \times R \times T}{100}SI=100P×R×T​ SI=50,000×8×3100SI = \frac{50,000 \times 8 \times 3}{100}SI=10050,000×8×3​ SI=12,00,000100SI = \frac{12,00,000}{100}SI=10012,00,000​ SI=₹12,000SI = ₹12,000SI=₹12,000

Step 2: Find Total Amount

A=P+SIA = P + SIA=P+SI A=50,000+12,000A = 50,000 + 12,000A=50,000+12,000 A=₹62,000A = ₹62,000A=₹62,000

✅ Answer:

Simple Interest = ₹12,000

Total Amount = ₹62,000

Problem:

₹30,000 becomes ₹36,000 in 4 years under simple interest. Find the rate.

Step 1: Find SI

SI=A−PSI = A – PSI=A−P SI=36,000−30,000SI = 36,000 – 30,000SI=36,000−30,000 SI=₹6,000SI = ₹6,000SI=₹6,000

Step 2: Use SI Formula

SI=P×R×T100SI = \frac{P \times R \times T}{100}SI=100P×R×T​ 6,000=30,000×R×41006,000 = \frac{30,000 \times R \times 4}{100}6,000=10030,000×R×4​ 6,000=1,200R6,000 = 1,200R6,000=1,200R R=5%R = 5\%R=5%

✅ Answer:

Rate of Interest = 5% per annum

✔ Interest remains constant every year✔ Easy to calculate✔ Suitable for short-term financial decisions✔ Does not consider time value compounding

Short-term business loans

Borrowing from individuals

Treasury bills (basic calculations)

Quick financial estimation

School-level financial mathematics

In long-term investments, Compound Interest gives higher returns because interest is earned on interest. Simple interest is mainly useful for straightforward and short-duration financial calculations.



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