Category: Finance & Investment

Quick Answer: At a 3.5% withdrawal rate your FIRE number is about 28.6 times annual expenses. For example, Rs 8 lakh of yearly spending needs about Rs 2.29 crore, while Rs 12 lakh needs about…

Quick Answer: A FIRE calculator takes your annual expenses, age, current investments, monthly SIP, expected return, inflation and withdrawal rate, then shows your inflation-adjusted FIRE number and the year you are on track to reach…

Quick Answer: FIRE stands for Financial Independence, Retire Early - a strategy of saving and investing aggressively to build a corpus of about 25-33 times your annual expenses, so investment returns can cover your living…

Quick Answer: The core FIRE formula is Annual Expenses divided by the Safe Withdrawal Rate (3-3.5% in India), which equals a corpus multiple of about 28-33x. A separate future-value formula estimates how many years of…

Quick Answer: Calculate your FIRE number by dividing annual expenses by a safe withdrawal rate - 3-3.5% in India rather than the US 4% - which equals multiplying yearly expenses by about 28-33, then inflating…

Quick Answer: The easiest way to learn APR is through examples. For a ₹1,00,000 one-year loan with ₹12,000 interest and a ₹2,000 fee, the APR is 14 percent. For short loans, annualise the cost with…

Quick Answer: An APR calculator finds the true yearly cost of a loan when you enter the loan amount, interest, fees and tenure. It applies the APR formula for you, so you can compare bank,…

Quick Answer: APR (annual percentage rate) is the true yearly cost of a loan shown as a percentage. It includes the interest plus compulsory fees, so it is a fairer number than the interest rate…

Quick Answer: The APR formula is APR = [(Total Interest + Fees) ÷ Loan Amount ÷ Loan Term in Days] × 365 × 100. It bundles interest and mandatory fees into a single yearly percentage…

Quick Answer: To calculate APR, add the total interest and all mandatory fees, divide by the loan amount, divide by the loan term in days, then multiply by 365 and by 100. For a ₹1,00,000…