CAGR Kya Hota Hai? — Kaise Calculate Karein aur Investments Compare Karein
S1 — “200% Return Mila!” — Lekin Kitne Saalon Mein?
Amit ne apne dost se suna — “yaar, mera fund 200% return de raha hai!” Amit impressed hua aur usne bhi wohi fund le liya. Baad mein pata chala — woh 200% return 15 saalon mein aaya tha. Matlab sirf 7.5% per year ka CAGR — FD se thoda hi zyada. CAGR kya hota hai — yeh samajhna zaroori hai warna “200% return” aur “15% CAGR” ka comparison galat ho jaata hai.
CAGR matlab Compound Annual Growth Rate — har saal average kitna growth hua. ₹1 lakh se ₹2 lakh, 5 saalon mein — CAGR = 14.87% per year. CalcDesk CAGR calculator par beginning value, ending value aur years daalein — instantly CAGR milega, free.
S2 — CAGR Kya Hai?
CAGR (Compound Annual Growth Rate) ek metric hai jo batata hai ki koi investment har saal average kitni dhar se badhi — assuming ki growth har saal smoothly hoti rahi compounding ke saath. Yeh volatility ko smooth karta hai — ek hi number mein poori performance capture hoti hai.
CAGR ka use: mutual fund performance compare karna, portfolio return measure karna, business revenue growth track karna, aur investment goals plan karna.
Common misconception: CAGR matlab guaranteed annual return. Nahi — CAGR sirf historical ya expected average hai. Actual returns har saal alag hote hain — koi saal +30%, koi saal -20%. CAGR woh smooth rate hai jo starting se ending value tak pahunchata hai mathematically.
S3 — CAGR Formula
n = Number of years
Example 1: ₹1 lakh → ₹2 lakh in 5 years:
CAGR = (2,00,000 ÷ 1,00,000)^(1/5) – 1
= (2)^(0.2) – 1 = 1.1487 – 1 = 14.87%
Example 2: ₹1 lakh → ₹5 lakh in 10 years:
CAGR = (5)^(1/10) – 1 = 5^0.1 – 1
= 1.1746 – 1 = 17.46%
Reverse (Future Value from CAGR):
FV = PV × (1 + CAGR)^n
S4 — Real Examples
Example 1 — Rahul ka Mutual Fund — CAGR vs Absolute
Rahul ne 2016 mein ₹1 lakh ek large cap fund mein lagaya. 2026 mein value ₹3.7 lakh hai.
- Absolute return: (3.7L – 1L) ÷ 1L = 270%
- CAGR: (3.7)^(1/10) – 1 = 1.1394 – 1 = 13.94% per year
- Nifty 50 same period CAGR: ~13.5%
- Fund ne Nifty ko slightly outperform kiya — par almost par raha
270% sunne mein bahut accha lagta hai — 13.94% CAGR ka sahi context deta hai performance ka.
Example 2 — Priya ke Do Funds Compare Karna
Priya ke paas do funds hain:
- Fund A: ₹50,000 lagaya 3 saal mein ₹75,000 hua — Absolute 50%, CAGR = (1.5)^(1/3) – 1 = 14.47%
- Fund B: ₹50,000 lagaya 5 saal mein ₹90,000 hua — Absolute 80%, CAGR = (1.8)^(1/5) – 1 = 12.47%
- Fund B ne zyada absolute return diya — lekin Fund A ka CAGR zyada tha
Agar time normalize karein: Fund A ka rate zyada tha per year. CAGR se hi sahi comparison hota hai.
Example 3 — Amit ne Goal-based Planning ki CAGR Se
Amit ko 15 saal mein ₹50 lakh chahiye beti ki education ke liye. Expected CAGR 12%:
- FV = ₹50 lakh, n = 15, CAGR = 12%
- PV = 50,00,000 ÷ (1.12)^15 = 50,00,000 ÷ 5.4736 = ₹9,13,501
- Matlab aaj ₹9.13 lakh lump sum lagao — 15 saal mein ₹50 lakh milenge (12% CAGR par)
- Ya monthly SIP: SIP calculator se monthly amount nikaalein
S5 — Tables
Table 1: CAGR Benchmarks — Different Asset Classes India (2026)
| Asset Class | Approximate CAGR | Risk Level |
|---|---|---|
| Savings Account | 3–4% | Very Low |
| FD (5 year) | 6.5–7.5% | Very Low |
| PPF | 7.1% | Zero (Govt) |
| Gold (10-year) | 10–12% | Medium |
| Nifty 50 (10-year) | ~13–14% | Medium-High |
| Large Cap Mutual Fund | 11–14% | Medium-High |
| Mid Cap Mutual Fund | 14–18% | High |
| Small Cap Mutual Fund | 15–22% | Very High |
Table 2: ₹1 Lakh ka Value — Different CAGRs, Different Tenures
| CAGR | 5 Saal | 10 Saal | 15 Saal | 20 Saal |
|---|---|---|---|---|
| 7% (PPF approx) | ₹1.40L | ₹1.97L | ₹2.76L | ₹3.87L |
| 10% | ₹1.61L | ₹2.59L | ₹4.18L | ₹6.73L |
| 12% (Equity est.) | ₹1.76L | ₹3.11L | ₹5.47L | ₹9.65L |
| 15% | ₹2.01L | ₹4.05L | ₹8.14L | ₹16.37L |
| 18% | ₹2.29L | ₹5.23L | ₹11.97L | ₹27.39L |
S6 — Common Galtiyan
S7 — Tips
CAGR Calculator — Free aur Instant
CalcDesk ke CAGR calculator mein beginning value, ending value aur years daalein — instant CAGR milega. Reverse calculation bhi. Koi registration nahi, free.
CAGR Calculator Open Karein →S9 — Related Articles
Aksar Pooche Jane Wale Sawaal
CAGR aur absolute return mein kya fark hai?
Absolute Return sirf total percentage gain batata hai — time consider nahi karta. CAGR per year average growth batata hai — time factor include karta hai. Example: Fund A ne 3 saal mein 50% diya, Fund B ne 5 saal mein 80% diya. Absolute return se B better lagta hai. Lekin CAGR: A ka 14.47%/year, B ka 12.47%/year — A actually better tha per year basis par. Mutual fund returns compare karte waqt hamesha CAGR use karo same time period par.
CAGR formula step by step kaise calculate karein?
CAGR formula: (Ending Value ÷ Beginning Value)^(1/n) – 1. Step 1: Ending ÷ Beginning. Example: ₹2L ÷ ₹1L = 2. Step 2: 1/n power: 5 saal ke liye 2^(1/5) = 2^0.2 = 1.1487. Step 3: 1 subtract karo: 1.1487 – 1 = 0.1487. Step 4: percentage: 14.87%. Manually scientific calculator chahiye — CalcDesk CAGR calculator par instantly milta hai.
Good CAGR kitni hoti hai — kya benchmark hai?
India mein benchmarks: Savings account 3-4% (inflation se neeche). FD 6.5-7.5% (safe, barely beats inflation). PPF 7.1% (good risk-free). Nifty 50 historical 10-year CAGR ~13-14%. Large cap equity funds 11-14%. Mid cap 14-18%. Small cap 15-22% (high risk). Gold 10-12%. Real estate 8-12%. Good benchmark: equity mein 12%+ over 10 years. Inflation (5-6%) se zyada return minimum zaroori — warna real returns negative.
CAGR aur XIRR mein kya fark hai?
CAGR lump sum investments ke liye hai — ek baar ek amount lagaya, kuch saal baad nikala. XIRR irregular cash flows ke liye hai — jaise SIP jo monthly different amounts par invest karti hai. Monthly SIP mein har investment ki alag timing hai — CAGR sahi nahi hoti. Mutual fund statements mein jo return dikhta hai woh XIRR hota hai SIP ke liye. Lump sum ke liye CAGR; SIP ke liye XIRR. XIRR calculator se calculate karo.
Nifty 50 ka historical CAGR kitna raha hai?
Nifty 50 ka approximate historical CAGR (July 2026 tak): 5-year ~14-16%. 10-year ~13-14%. 20-year ~14-15%. Lekin yeh averages hain — individual years mein bahut volatility: 2008 mein 50%+ gira, 2020 mein 38% COVID crash. Long-term investors ne in dips ke bawajood 13-14% CAGR paaya. Equity mein long-term commitment zaroori hai — short-term volatility ignore karo CAGR realize karne ke liye.
CAGR se future value kaise calculate karein?
Future Value = Present Value × (1 + CAGR)^n. Example: ₹1 lakh, 12% CAGR, 10 saal: FV = 1,00,000 × (1.12)^10 = ₹3,10,585. Reverse: agar 15 saal mein ₹50 lakh chahiye aur expected CAGR 12% hai — PV = 50,00,000 ÷ (1.12)^15 = ₹9,13,501 lagaana padega aaj. Goal-based planning mein yeh bahut useful hai. CalcDesk CAGR calculator se dono calculations instantly hoti hain.
CalcDesk CAGR calculator kaise use karein?
calcdesk.in/finance/cagr-calculator/ kholen. Beginning value (jaise ₹1,00,000), ending value (jaise ₹2,00,000), aur years (jaise 5) daalein — instantly CAGR percentage milega. Reverse calculation bhi: CAGR aur time pata ho to future value nikaal sakte ho. Multiple investments compare karo alag-alag CAGR dekh ke. SIP returns ke liye XIRR calculator use karo. Koi registration nahi, free.
Yeh article sirf educational purpose ke liye hai. CAGR historical performance pe based hai aur future returns ki guarantee nahi. Investment se pehle financial advisor se salah lein. Poora disclaimer padhein →