Calculate expected target outlays with our goal based investment calculator. Plan life milestones and determine required SIP contributions under inflation.
Due to a compounding price increase of 6% annually, the equivalent value of today's ₹4,000,000 downpayment will grow to ₹6,375,392 in 8 years. Investing ₹39,470 monthly covers this gap.
See how your monthly SIP compounds over 8 years, building to catch up with the inflation-inflated milestone cost line.
Shows how nominal investments, compounding returns, and target milestones advance year-over-year.
| Year | Moving Goal Target | Compounded SIP Wealth | Total Invested Principal | Compound Gains |
|---|---|---|---|---|
| Year 1 | ₹4,240,000 | ₹505,579 | ₹473,635 | +₹31,944 |
| Year 2 | ₹4,494,400 | ₹1,075,279 | ₹947,271 | +₹128,008 |
| Year 3 | ₹4,764,064 | ₹1,717,230 | ₹1,420,906 | +₹296,324 |
| Year 4 | ₹5,049,908 | ₹2,440,597 | ₹1,894,542 | +₹546,056 |
| Year 5 | ₹5,352,902 | ₹3,255,706 | ₹2,368,177 | +₹887,528 |
| Year 6 | ₹5,674,076 | ₹4,174,190 | ₹2,841,813 | +₹1,332,377 |
| Year 7 | ₹6,014,521 | ₹5,209,161 | ₹3,315,448 | +₹1,893,713 |
| Year 8 | ₹6,375,392 | ₹6,375,392 | ₹3,789,084 | +₹2,586,309 |
All slider inputs, expected returns, interest rates, and custom goals are saved in this unique URL. Bookmark this page or share the link with others to show your plan.
A goal based investment calculator (also known as a life goals planner calculator or required sip calculator) is a customized financial mapping widget. Instead of investing blindly without a specific target, goal-based planning anchors your investment parameters around a tangible future milestone—like buying a house, financing a child's university degree, hosting a wedding, or purchasing a car.
By calculating how inflation moves the price threshold of these milestones, you can avoid funding shortfalls and identify the exact monthly systematic savings needed to hit your targets.
Follow these steps to customize and map your dynamic life milestones:
First, we project the today-value goal cost into its future inflated equivalent based on annual inflation rate and tenure:
Goal (Future Value) = Today's Cost * (1 + Inflation Rate / 100) ^ Tenure
Second, we solve for the required monthly systematic investment (SIP) using the standard annuity future value equation:
Required Monthly SIP = [Goal (Future Value) * r] / [((1 + r)^n - 1) * (1 + r)]
Where:
To protect your capital and maximize returns, match your goal tenure with the appropriate asset allocation:
| Goal Tenure | Risk Level | Target Returns (p.a.) | Equity Allocation | Recommended Debt & Cash Allocation | Primary Investment Vehicles |
|---|---|---|---|---|---|
| Short-Term (< 3 Yrs) | Very Low | 5.5% - 7.0% | 0% - 10% | 90% - 100% | Bank Sweep FDs, Arbitrage Funds, Liquid Funds |
| Medium-Term (3-7 Yrs) | Moderate | 8.5% - 11.0% | 40% - 60% | 40% - 60% | Aggressive Hybrid Funds, Dynamic Asset Allocation |
| Long-Term (> 7 Yrs) | High | 12.0% - 14.0% | 75% - 100% | 0% - 25% | Diversified Index Funds, Mid-cap & Large-cap Equity |
Follow these guidelines to ensure you hit your targets on schedule:
Goal-based investing is a structured wealth-management methodology where all investment decisions are driven by specific, concrete future financial milestones, rather than merely trying to maximize raw stock returns.
Inflation increases the future cost of goods and services. A college degree that costs ₹10 Lakhs today will cost over ₹20 Lakhs in 12 years at a moderate 6% inflation rate. If you plan your savings based on today's cost, you will face a major 50% funding deficit when the bill is due.
The feasibility check analyzes your target tenure and return expectations. High return expectations over very short horizons trigger a "High Risk / Unfeasible" alert, warning you that you are taking unsafe risks with short-term capital.
Yes, and you should. Using a step-up SIP strategy where you increase your monthly contribution by 5-10% annually allows you to start with a smaller initial contribution while still successfully hitting your final goal target.
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