Gold Investment Calculator
Key takeaways
- 50g of 22K at ₹13,750/gram is ₹6.88 L today; at an assumed 9% a year that projects to ₹16.28 L in 10 years — ₹9.40 L of gain.
- That projection implies a price of ₹32,551 per gram by year 10.
- At an assumed 7% instead of 9%, the projection is ₹13.52 L — ₹2.75 L less.
Year-by-year projection
One annual step at the assumed 9% rate. Gold prices move in cycles rather than a straight line, so this is one constant-rate illustration of the rate entered above, not a forecast.
| Year | Value today | Gain | Value |
|---|---|---|---|
| 1 | ₹6.88 L | ₹61,875 | ₹7.49 L |
| 2 | ₹0 | ₹67,444 | ₹8.17 L |
| 3 | ₹0 | ₹73,514 | ₹8.90 L |
| 4 | ₹0 | ₹80,130 | ₹9.70 L |
| 5 | ₹0 | ₹87,342 | ₹10.58 L |
| 6 | ₹0 | ₹95,202 | ₹11.53 L |
About the Gold Investment Calculator
The Gold Investment Calculator projects what a quantity of gold — jewellery, coins or bars — would be worth after a chosen number of years, if its price per gram rose at one steady annual rate. It is a compound-growth projection applied to a metal, and every figure it produces is a consequence of two numbers you supply: the price you observe today and the annual rate you assume.
This page does not fetch a live gold price. Today's price per gram is a field you fill in from whatever rate you are quoting against, which is what keeps the arithmetic self-contained and inspectable. Enter the weight in grams, the purity, that price (a quoted rate is for 24-karat gold), the annual appreciation rate you want to model, and the number of years.
"Investment value today" is weight × today's price × karat ÷ 24, with no growth applied: a 22-karat gram holds 22 parts of pure gold in 24, the 916 hallmark. "Projected value" compounds that forward once a year at the assumed rate. "Absolute gain" is the difference between the two in rupees. "CAGR (assumed)" echoes the rate you entered rather than recomputing it — compounding at one constant rate every year IS a compound annual growth rate of that rate, by definition, so it is shown beside the projection rather than derived again. The donut splits the projected total into today's value and the gain on top; the schedule below shows the same split building year by year.
Gold's price does not move in a straight line. Historically it has run in cycles, with some years well above any single assumed rate and others well below or negative, and physical gold pays no interest or dividend along the way. Making, wastage and GST charges on jewellery, storage costs, and capital gains tax on sale are all outside this arithmetic. Treat the output as one constant-rate illustration of the rate you typed, not a forecast, and not a statement about what gold will do.
Frequently asked questions
How is the projected gold value calculated?
Projected value = (Weight × Price per gram today × karat ÷ 24) × (1 + appreciation ÷ 100) ^ years. It is the standard compound-growth formula, applied once a year for the number of years entered. The gain is that projected figure minus the value today.
Does this calculator use the live gold price?
No. Today's price per gram is a field you enter yourself. Neither this page nor the Android app fetches a price feed, so the result depends entirely on the price you type in and the rate you assume — which is also what makes it possible to model any price you like, including one quoted to you locally.
Why does the CAGR just repeat the rate I entered?
Because at one constant annual appreciation rate the two are the same number. A compound annual growth rate is the single yearly rate that takes a starting value to an ending value; when the projection itself uses one constant rate, that rate is the CAGR. The output exists so the figure sits beside the projection rather than only in the input field above it.
What appreciation rate should I enter?
There is no single right figure, and this page deliberately does not suggest one. Gold's realised return varies enormously by the period measured and the currency it is measured in. Modelling a low rate and a high one gives you the range that a single assumption hides, which is the honest way to read any output on this page.
Does this include making charges, GST or tax on sale?
No. The projection is on the metal value alone. Jewellery carries making and wastage charges and GST at purchase that are not recovered on resale, and gains on physical gold are taxable — long-term gains on gold held more than 24 months are taxed at 12.5% under the FY 2025-26 and 2026-27 rules, and shorter holdings at your slab rate. Our Capital Gains Tax calculator handles that side.
Does gold in a Gold ETF or sovereign bond behave the same way?
The metal-price arithmetic is identical, but the wrappers are not. ETFs and fund-of-funds carry an expense ratio that reduces the return slightly; sovereign gold bonds paid an additional fixed coupon and have their own tenure and tax treatment. This page models the price of the metal only, so it does not capture any of those differences.
Disclaimer: This calculator is for information and education only. It is not investment advice and not a recommendation to buy, sell or hold any investment. Where a rate of return, inflation or growth is an input, it is an assumption: actual returns vary and are not guaranteed, and past performance may or may not be sustained in future. It does not take your personal circumstances into account. Gold prices change daily, and making charges, GST and the buyback price change the return actually received. Every figure is computed solely by applying the formula and assumptions stated on this page to the inputs you entered.