EMI Calculator
Estimate monthly equated installments, total interest, and total repayment for any fixed-rate loan.
A comprehensive suite of financial calculators built specifically for Indian retail banking, mutual fund SIP investing, New Tax Regime rules, and GST calculations.
Personal finance management in India involves structured monthly investments through Systematic Investment Plans (SIPs), home loan EMIs, Fixed Deposits (FDs), and tax optimization under the New and Old Tax Regimes.
This hub provides accurate, rupee-formatted calculators designed for Indian retail investors, salaried professionals, and businesses navigating banking products, capital gains, and statutory deductions.
Estimate monthly equated installments, total interest, and total repayment for any fixed-rate loan.
Project the maturity value of recurring monthly investments and estimated returns.
Estimate annual income tax using a generic progressive model with deductions.
Standards & Conventions
Planning Value
Whether securing a home loan from an Indian public sector bank or private lender, calculating your EMI and total interest outflow is critical for determining sustainable debt-to-income ratios and managing long-term tenure tradeoffs.
Disciplined monthly investing through SIPs is a primary wealth-creation strategy in India. Our SIP calculator models estimated maturity corpus amounts based on expected annual returns and compounding frequency.
Understanding personal tax obligations under the latest Finance Act provisions ensures accurate take-home salary estimations, provisional tax planning, and timely advance tax compliance.
With a monthly reducing balance loan, interest is calculated only on the outstanding principal at the beginning of each month. As each EMI is paid, a portion reduces the principal balance, causing the interest charged in subsequent months to decrease.
Most commercial and cooperative banks in India compound interest on Fixed Deposits on a quarterly basis (every 3 months), which yields a slightly higher effective annual return than simple annual compounding.