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Monthly reducing balance; rate stays constant. Excludes fees, insurance and rate resets. EMI = P × i ÷ (1 − (1+i)^−n); at zero interest, EMI = P/n.

Maturity = P × (1 + annual rate/4)^(months/3). Fractional quarters are an estimate. Before tax; actual bank day-count and premature-withdrawal rules may differ.

Deposits arrive at the start of each month. Monthly rate is (1 + annual rate/4)^(1/3) − 1, approximating quarterly compounding. Actual bank instalment dates, rounding and penalties can change the result. Before tax.

Keeps the original EMI and reduces the tenure. Models monthly interest and the smaller final payment. Excludes lender fees and assumes no further rate changes. Confirm prepayment conditions with your lender.

Same principal and tenure; costs paid upfront. Net saving is the difference in total instalments less switching costs. Simple break-even = costs/monthly EMI saving; it ignores time value and future rate resets.

For one depositor in the same right and capacity across every branch of ONE insured bank. Principal plus interest share the ₹5 lakh cap. Repeat separately for another bank. Assumes eligible deposits and no set-off; not a payout determination.

Utilisation = reported balances / credit limits × 100. This does not calculate or predict a CIBIL score. Reporting dates and other credit-history factors matter. Balances above limits can produce more than 100%.

End-of-month contributions; monthly rate = annual assumption/12. This is a smooth-return illustration, not a forecast or guarantee. Market returns can be negative; excludes fees and tax.

Annual compounding: future value = P × (1+r)^years. The rate is your assumption, not a current offer or guaranteed market return. Before fees and tax.

Future cost = amount × (1+inflation)^years. Purchasing power = amount/(1+inflation)^years. Constant inflation is an illustration, not a forecast.

Existing savings compound monthly; new deposits arrive at month-end. Target should already include expected inflation. Returns are assumed and taxes/fees excluded.

Target = essential monthly expenses × chosen months. No investment return assumed. The suitable buffer depends on income stability, dependants and insurance; six months is an example, not a rule.

Monthly compounding with month-end additions. Nominal future rupees; does not assess retirement adequacy, future living costs, longevity, annuity income or tax.

Both compound quarterly, before tax. Differences in liquidity, eligibility, penalties and insurance are outside this calculation. Rates are examples, not bank quotations.

Monthly reducing balance, no new borrowing or fees. A payment no greater than monthly interest will not repay the debt. The final instalment may be smaller. Simulation limited to 600 months.