Budgeting: plan every unit
A budget is a plan for income and spending over a period, usually a month. Steps: list your net income (after tax), list fixed costs (rent, fees, EMIs) and variable costs (food, travel, fun), then set limits and track what you actually spend.
A simple guide is the 50/30/20 rule: 50% for needs, 30% for wants, 20% for saving and paying off debt. Needs are things you must pay for; wants are choices. If spending is more than income, you have a deficit and must cut wants or raise income.
Tip: "pay yourself first" by moving the saving amount automatically on payday.
Saving and investing
An emergency fund of 3 to 6 months of essential costs, kept in a safe, easy-to-reach account, protects you from borrowing in a crisis.
Compound interest pays interest on earlier interest: A = P(1 + r/n)nt. Regular saving plus compounding grows fast over long periods. The Rule of 72: money doubles in about 72 Γ· (rate %) years.
Different places to keep money carry different risk and return: savings accounts and fixed deposits (low risk, low return), bonds (medium), shares and equity funds (higher risk, higher long-run return). Diversify (spread money) to reduce risk. Remember inflation: if prices rise 6% a year and you earn 4%, your real return is about β2%.
Credit: borrowing and credit scores
Credit means using someone else's money now and paying it back later with interest. Types: credit cards, personal loans, education loans, car loans, home loans (mortgages).
Credit cards give an interest-free period if you pay the full bill by the due date. If you pay only the minimum, the rest is charged very high interest (often 30β45% a year), and the debt snowballs.
A credit score (for example a 300β900 score in India, or 300β850 in the USA) is a number lenders use to judge how safely you repay. It goes up with on-time payments, low use of your credit limit (keep it under about 30%) and a long, clean history. It goes down with late payments, many new loan applications and defaults. A better score gets lower interest rates.
Good debt can build value (education, a reasonable home loan); bad debt pays for things that lose value quickly at high interest.
Loans, EMI and APR
Most loans are repaid in equal monthly instalments (EMI): EMI = PΒ·iΒ·(1 + i)n Γ· [(1 + i)n β 1], where P is the loan, i the monthly rate and n the number of months. Early EMIs are mostly interest; later ones mostly principal (this is called amortisation).
The APR (annual percentage rate) includes the interest rate plus fees, so it is the fair way to compare loans. A longer term gives a smaller EMI but a much bigger total cost.
Protect yourself: read the terms, watch for hidden fees, never borrow from unregistered lenders, and keep total EMIs below about 40% of income.
Try it
Track every rupee (or dollar, euroβ¦) you spend for one week in a notebook. Sort each item into need, want or saving and compare with 50/30/20. In the 3D, use the sliders to find the monthly saving needed to reach 10,00,000 in 10 years at 8%.
Key formulas and definitions
- Budget: income β expenses = surplus (or deficit)
- 50/30/20: needs / wants / saving
- Simple interest: I = P Γ r Γ t
- Compound: A = P(1 + r/n)^(nt)
- Rule of 72: doubling time β 72 Γ· rate%
- EMI = PΒ·iΒ·(1+i)^n / [(1+i)^n β 1]
- Credit utilisation = balance Γ· credit limit Γ 100%
- Real return β nominal rate β inflation
Worked examples
1. Using the 50/30/20 rule, split a monthly take-home income of 40,000.
Needs = 0.5 Γ 40,000 = 20,000. Wants = 0.3 Γ 40,000 = 12,000. Saving = 0.2 Γ 40,000 = 8,000.
2. Essential monthly costs are 18,000. How big should a 6-month emergency fund be?
6 Γ 18,000 = 1,08,000.
3. 1,00,000 is invested at 8% a year compounded yearly for 3 years. Find the amount.
A = 1,00,000 Γ 1.08Β³ = 1,00,000 Γ 1.2597 = 1,25,971 (approximately).
4. Using the Rule of 72, how long does money take to double at 9%?
72 Γ· 9 = 8 years (approximately).
5. A card has a limit of 50,000 and a balance of 20,000. Find the credit utilisation. Is it healthy?
Utilisation = 20,000 Γ· 50,000 Γ 100% = 40%. This is above the usual 30% guide, so paying it down would help the credit score.
6. Find the EMI on a loan of 1,00,000 at 12% a year for 12 months, and the total interest.
i = 0.12/12 = 0.01, n = 12. (1.01)ΒΉΒ² = 1.1268. EMI = 1,00,000 Γ 0.01 Γ 1.1268 Γ· 0.1268 β 8,885. Total paid = 12 Γ 8,885 = 1,06,620, so interest β 6,620.
Common mistakes
- Paying only the minimum on a credit card. The rest is charged very high interest and the debt grows.
- Choosing the loan with the smallest EMI without checking the term and total cost.
- Keeping all savings in cash and ignoring inflation, which quietly reduces their value.
- Treating wants as needs, so there is never anything left to save.