日常・便利ツール項目 № 07.02

日課・習慣の費用・節約シミュレーター(コーヒー・煙草・サブスク) - 無料オンライン計算ツール

毎日のコーヒー、喫煙、外食、サブスクなどの日常支出が1年・5年・10年でいくらになり、投資した場合の将来額を試算。

What Does This Calculator Show?

How much can a small daily habit really cost over time? This calculator is based on a well-known personal-finance idea called the "Latte Factor", introduced (and trademarked) by financial author David Bach in his book "The Automatic Millionaire." The idea is simple: a small, often unconsidered daily purchase (coffee, tea, cigarettes, a subscription) looks trivial on its own, but if that same amount had been invested instead, compound returns could have turned it into a much larger sum.

This calculator shows two numbers: what you actually spent out of pocket, and what that same money could have grown to if invested instead (the opportunity cost).

Formula and Methodology Box

This calculator uses an SIP (Systematic Investment Plan) style future value formula, based on the standard compound interest principle.

Monthly Spend
Monthly Spend = Daily Spend × 30.4375 (average days per year / 12)
Monthly Rate (r)
Monthly Rate (r) = Expected Annual Return % ÷ 12 ÷ 100
Total Months (n)
Total Months (n) = Years × 12
Opportunity Cost (Future Value)
Opportunity Cost = Monthly Spend × [((1+r)ⁿ − 1) ÷ r] × (1+r)
Out-of-Pocket Spend
Out-of-Pocket = Daily Spend × 365.25 × Years
Compounded Gains Forgone
Compounded Gains Forgone = Opportunity Cost − Out-of-Pocket

Sources: David Bach, "The Automatic Millionaire" (Broadway Books, 2004) - origin of the Latte Factor concept; U.S. Securities and Exchange Commission - Investor.gov, compound interest education material (for the underlying SIP-style calculation).

Step-by-Step Calculation (Widget Default Values)

ステップごとの計算例

Default values: Daily spend ₹200, Expected return 12% p.a., Period 10 years

1
Monthly Spend200 × 30.4375 ≈ ₹6,087.50 / month
2
Monthly Rate (r)12 ÷ 12 ÷ 100 = 0.01 (1% / month)
3
Total Months (n)10 × 12 = 120 months
4
Opportunity Cost (Future Value)₹6,087.50 × [((1.01)¹²⁰ − 1) ÷ 0.01] × 1.01 ≈ ₹1,414,364
5
Out-of-Pocket Cost200 × 365.25 × 10 = ₹730,500
6
Compounded Gains Forgone₹1,414,364 − ₹730,500 ≈ ₹683,864
Takeaway:Over 10 years, ₹730,500 (around ₹7.30 lakh) was spent directly, but the same amount invested monthly at an expected 12% return could have grown to about ₹1,414,364 (around ₹1.41 million / ₹14.14 lakh) - roughly ₹683,864 of that is purely the effect of compounding.
詳しい解説

The Limits of the Latte Factor - What Usually Isn't Mentioned

This calculator carries two big assumptions that don't always hold true in real life.

First, it assumes the entire saved amount is invested immediately and consistently - in reality, most people just stop spending without actually investing, unless the process is automated (which is actually David Bach's real core message - the "Latte Factor" alone doesn't work; the "automatic" part is what matters).

Second, it assumes the return rate (e.g. 12%) stays constant across the years - markets fluctuate, and no return is guaranteed.

Third, some financial critics (such as the White Coat Investor site) point out that willpower is a limited resource - restricting small daily pleasures can cause fatigue, and the biggest real difference usually comes from cutting large expenses (housing, cars), not just daily coffee. Treat this calculator as motivation, not a guaranteed forecast.

10-Year Opportunity Cost Across Different Daily Spend Levels (at 12% Return)

Daily Spend: ₹50
Out-of-Pocket (10 yrs)₹182,625
Opportunity Cost (at 12%)₹353,364
Daily Spend: ₹100
Out-of-Pocket (10 yrs)₹365,250
Opportunity Cost (at 12%)₹706,729
Daily Spend: ₹200
Out-of-Pocket (10 yrs)₹730,500
Opportunity Cost (at 12%)₹1,414,364
Daily Spend: ₹500
Out-of-Pocket (10 yrs)₹1,826,250
Opportunity Cost (at 12%)₹3,533,643
Spending ₹200 daily drains ₹730,500 (₹7.30 lakh) in direct out-of-pocket cash, but forgoes ₹1,414,364 (around ₹14.14 lakh / $17,000 equivalent) in potential compounded wealth over a 10-year period.
よくある質問(FAQ)

Frequently Asked Questions (FAQ)

Does this calculator show a guaranteed return?

No. It assumes a fixed, estimated return rate. Real market-linked investments can fluctuate and may even lose value.

What does "opportunity cost" mean here?

It refers to the potential gain you gave up by not choosing another option (investing) instead. It is a theoretical comparison, not an actual loss.

Does the saved money need to be automatically invested?

Yes - per David Bach's original idea, simply cutting spending isn't enough; the saved amount needs to be automatically routed into an investment (like an auto-debit SIP) for this calculation to actually apply.

Who coined the term "Latte Factor"?

Financial author David Bach coined and trademarked the term in his book "The Automatic Millionaire."

Sources and References

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