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Dollar-Cost Averaging / Rupee-Cost Averaging (DCA / RCA)

Dollar-Cost Averaging (DCA) , also called rupee-cost averaging in India and synonymous with SIP investing, is the practice of investing a fixed monetary amount at regular intervals (typically monthly) regardless of price. By buying the same

Glossary

Dollar-Cost Averaging (DCA), also called rupee-cost averaging in India and synonymous with SIP investing, is the practice of investing a fixed monetary amount at regular intervals (typically monthly) regardless of price. By buying the same rupee value each period, the investor automatically buys more units when prices are low and fewer when prices are high — producing a lower average cost than a one-shot entry at the average price.

DCA serves two purposes: (1) it neutralises market-timing risk for an investor with a large lump-sum decision; (2) it imposes behavioural discipline, removing the discretionary "is now a good time?" question that delays many investors indefinitely.

Theoretical caveat: If markets trend up over time (the historical default), a lump-sum invested upfront has positive expected return relative to DCA, because the average rupee is invested earlier and compounds longer. Academic studies show lump-sum beats DCA on average two-thirds of the time. DCA is better when (a) the investor has incoming cash flow (the SIP case), or (b) the investor would otherwise stay in cash because of fear.

Example 1: Investor invests Rs 10,000 per month into a Nifty index fund. Over 12 months, NAV varies from Rs 100 to Rs 80 to Rs 110. Total units accumulated reflects automatic "buy more when cheap, less when expensive" behaviour, producing a weighted-average cost below the simple average NAV.

Example 2: Investor receives Rs 30 lakh from selling a property. Two approaches: (a) lump-sum into equity now; (b) Rs 1.5 lakh per month STP for 20 months. If markets fall in the first 6 months, DCA wins; if they keep rising, lump-sum wins. The expected-value answer favours lump-sum; the regret-minimising answer favours DCA.

Disclaimer: Educational content from MintByte (ARN-314872, MFD). Examples are illustrative. SEBI Investment Adviser registration is in process; we do not provide personalized investment advice.

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Adjacent surfaces

MethodologyHow every metric cited above is derived.GlossaryPlain-language definitions for the terms used.ToolkitWhere these ideas become inputs in calculators.

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