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Free interactive calculators for compound interest, savings goals, retirement planning, and more. No sign-up. No spreadsheets. Just answers.

6
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$1,629
$1,000 at 5% for 10 years
Calculator 1

Compound Interest Calculator

See how your investment grows over time — including the power of regular contributions.

Your numbers

Results

Final balance
$0
Total contributed
$0
Interest earned
$0
Return on investment
0%
Show year-by-year breakdown ▾
YearContributedInterestBalance
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Calculator 2

Savings Goal Planner

Know your target? Work backwards to find exactly how much you need to save each month.

Your goal

What you need to save

Monthly savings needed
$0
per month
Weekly equivalent
$0
Total you'll contribute
$0
Interest does the rest
$0
Calculator 3

Retirement Planner

Project your nest egg and see how long it will last, based on the 4% safe withdrawal rule.

Your situation

Retirement projection

Nest egg at retirement
$0
Years to save
0
Safe monthly income (4%)
$0
Surplus / shortfall
$0
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Calculator 4

Inflation & Purchasing Power

Understand what your money will really be worth — and how much you need to beat inflation.

Your numbers

Purchasing power

Today's value
$0
Purchasing power in future
$0
in today's dollars
Real return (after inflation)
0%
Nominal value (invested)
$0
at your return rate
Calculator 5

Invest vs. Keep as Cash

Side-by-side: what happens if you invest versus leaving money in a savings account or under a mattress.

Comparison settings

After 25 years

Reference

Financial Reference Charts

Essential formulas, rates, and rules every investor should know.

The Rule of 72: divide 72 by your annual return to find how many years it takes to double your money. Simple but powerful for quick mental math.

${[1,2,3,4,5,6,7,8,9,10,12,15].map(r=>`
${r}%
${(72/r).toFixed(1)} years
to double
`).join('')}
At the S&P 500 historical average of ~7% real returns, your money doubles roughly every 10.3 years. At 10% nominal, every 7.2 years.
Asset / AccountTypical Annual ReturnRiskLiquidity
S&P 500 index fund (historical avg)~10% nominal / ~7% real
MediumHigh
US Total Stock Market~9.5% nominal
MediumHigh
10-Year US Treasury Bond4–5% (current)
LowHigh
High-yield savings account4–5% (current)
Very lowVery high
Real estate (US, long-term avg)~4–6% appreciation + rental yield
MediumLow
Corporate bonds (investment grade)5–7%
Low-MedMedium
Gold (historical avg)~1–3% real
MediumMedium
Regular savings account0.5–1%
NoneVery high
Cash / checking account0–0.1%
NoneInstant
Inflation (US, long-term avg)~3% / year (erosion)

Past performance does not guarantee future results. Rates shown are approximate historical averages.

Compound Interest

A = P(1 + r/n)^(nt)

A = final amount, P = principal, r = annual rate, n = compounding periods/year, t = years. With contributions: add each separately and sum.

Future Value of Annuity

FV = PMT × [(1+r)^n − 1] / r

The total value of regular equal payments (PMT) made each period, at interest rate r, over n periods.

Present Value

PV = FV / (1 + r)^n

What a future sum is worth in today's dollars, accounting for the time value of money.

Real Return (after inflation)

r_real ≈ r_nominal − inflation

Precise: (1 + r_nom) / (1 + r_inf) − 1. If stocks return 10% and inflation is 3%, real return ≈ 7%.

Rule of 72

Years to double = 72 / r%

At 6% annual return: 72 ÷ 6 = 12 years to double. Works for any compounding scenario as a rough estimate.

4% Safe Withdrawal Rule

Annual income = Nest egg × 0.04

Based on the Trinity Study: withdrawing 4% of your portfolio annually has historically lasted 30+ years in most market conditions.

FIRE Number

FIRE = Annual expenses × 25

The nest egg size needed to retire using the 4% rule. Spending $48K/year = need $1.2M. Derived from 1 ÷ 0.04 = 25.

Savings Rate Impact

Years to retire ≈ f(savings rate)

Saving 10% → ~43 years. 25% → ~32 years. 50% → ~17 years. 75% → ~7 years. Higher savings rate dramatically compresses timeline.

Time value of money

A dollar today is worth more than a dollar tomorrow, because today's dollar can be invested. This is the foundation of all financial math — the reason we discount future cash flows.

$1,000 today at 7% annual return = $1,967 in 10 years. Waiting costs real money.

The 8th wonder: compounding

When interest earns interest, growth becomes exponential rather than linear. The longer the time horizon, the more dramatic the difference. Starting at 25 vs 35 can mean a 2x difference in final wealth.

Dollar-cost averaging (DCA)

Investing a fixed amount regularly (monthly, weekly) regardless of market price. Automatically buys more shares when prices are low, fewer when high. Reduces timing risk without requiring market prediction.

Opportunity cost

Every dollar spent is a dollar that can't compound. A $5 daily coffee habit = $1,825/year. Invested at 7% for 30 years = $185,000 in foregone wealth. Not saying don't buy coffee — just be conscious.

Inflation erosion

At 3% annual inflation, purchasing power halves every 24 years. Money sitting in cash loses real value every day. Investing is not speculation — it's preservation of value plus growth.

Asset allocation

Dividing investments across stocks, bonds, cash, and alternatives based on time horizon and risk tolerance. Common rule: hold (110 − your age)% in stocks. Rebalance annually to maintain target ratios.

Learning center

Personal Finance Guides

Practical, jargon-free explanations of the concepts behind every calculator on this page.

How compound interest actually works

Compound interest means you earn interest on your interest — not just on your original deposit. This creates exponential growth instead of linear growth, and it is the single most powerful force in personal finance.

Here is a simple example. You deposit $10,000 at 7% annual interest. After year one you have $10,700. In year two, you earn 7% on $10,700 — not just $10,000 — giving you $11,449. The extra $49 is the compound effect, and it grows larger every single year.

After 30 years at 7%, that original $10,000 becomes $76,123. Without compounding (simple interest only), it would only reach $31,000. The difference — $45,000 — was created entirely by interest earning interest.

The key insight: Time is the most important variable. Starting 10 years earlier can more than double your final balance, even if you invest less money overall. This is why financial advisors consistently emphasize starting early, even with small amounts.

How much do you need to retire? The 4% rule explained

The 4% rule is the most widely cited guideline for retirement planning. It says that you can safely withdraw 4% of your portfolio each year in retirement and have a very high probability of your money lasting 30 years or more.

To find your "FIRE number" (the portfolio size you need), simply multiply your expected annual expenses by 25. If you plan to spend $48,000 per year in retirement, you need a portfolio of $1,200,000. This comes directly from the math: $1,200,000 × 4% = $48,000.

The rule was derived from the Trinity Study, which analyzed historical US stock and bond returns going back to 1925. Across nearly every 30-year period in that history, a portfolio allocated roughly 50–75% to stocks and the rest to bonds survived the 4% annual withdrawal rate.

Important caveat: The 4% rule was designed for a 30-year retirement. If you retire early at 45 or 50, consider using a 3–3.5% withdrawal rate to give your portfolio more buffer for a potentially 40–50 year retirement.

Why inflation is silently destroying your savings

Inflation is the gradual increase in prices over time. At 3% annual inflation — the US long-term average — the purchasing power of cash halves approximately every 24 years. This means $100,000 sitting in a checking account today will only buy what $50,000 buys today, 24 years from now.

Most traditional savings accounts pay 0.5% or less in interest — far below inflation. This means money in a regular savings account is actually losing purchasing power every year, even though the nominal dollar amount is growing.

To preserve and grow real wealth, your investments need to beat inflation consistently. Historically, the US stock market has returned approximately 10% per year nominally and 7% per year in real (inflation-adjusted) terms. This is why long-term investors favor diversified stock index funds as the core of a growth-oriented portfolio.

The real return formula: Real return ≈ nominal return minus inflation rate. A 9% investment return during a 3% inflation period gives you a real return of approximately 6%. That 6% represents actual growth in your purchasing power.

How to set a savings goal and actually reach it

Most people set financial goals vaguely — "I want to save more" or "I should build an emergency fund." Goals without specific numbers and timelines almost never succeed. The most effective approach is reverse-engineering: decide the target amount, set a deadline, then calculate exactly what monthly contribution is required.

For example: goal of $20,000 emergency fund in 3 years, earning 4.5% in a high-yield savings account. The required monthly deposit works out to approximately $510. That is a concrete, actionable number you can set up as an automatic transfer.

Automation is the most important implementation detail. Set up automatic transfers on payday, before you have a chance to spend the money. Research consistently shows that automating savings is far more effective than relying on willpower to manually transfer money each month.

Common savings goals and typical timelines: Emergency fund (3–6 months expenses) — 1 to 3 years. Down payment on a home — 3 to 7 years. Car purchase — 1 to 3 years. Child's college fund — 10 to 18 years. Early retirement — 10 to 25 years depending on savings rate.

Index funds vs savings accounts: a 30-year comparison

One of the most consequential financial decisions you can make is where to keep money you won't need for 5 or more years. The difference in outcomes between a high-yield savings account and a diversified stock index fund over long time periods is staggering.

Consider $50,000 invested for 30 years. In a high-yield savings account at 4.5%, it grows to approximately $180,000. In an S&P 500 index fund at the historical average of 10%, it grows to approximately $872,000 — nearly five times more. Even after adjusting for inflation at 3%, the real value of the invested portfolio is roughly $360,000 in today's dollars, versus $74,000 for the savings account.

The tradeoff is volatility. Stock markets can drop 30–50% in a recession. A savings account balance never drops. This is why asset allocation matters: money you need within 1–3 years belongs in cash or savings; money with a 7+ year horizon generally belongs in diversified stocks.

The simple rule: Emergency fund and short-term goals in high-yield savings. Retirement and long-term goals in low-cost index funds. Never keep long-term wealth in a regular checking or savings account.

Dollar-cost averaging: the beginner's guide to investing without stress

Dollar-cost averaging (DCA) means investing a fixed dollar amount at regular intervals — for example, $300 every month — regardless of what the market is doing. It is the opposite of trying to "time the market" by waiting for the perfect moment to buy.

The mechanical advantage of DCA is that you automatically buy more shares when prices are low and fewer shares when prices are high. Over time, this tends to result in a lower average cost per share than if you had invested a lump sum at a random point in time.

More importantly, DCA removes the psychological burden of market timing. Investors who wait for the "right moment" to invest often wait too long, miss significant gains, and then buy at a peak out of fear of missing out. A consistent automatic investment plan eliminates this destructive pattern entirely.

How to implement DCA: Open a brokerage account (Fidelity, Vanguard, or Schwab are popular low-cost options). Select a broad market index fund (VTI, FSKAX, or SWTSX are popular choices). Set up automatic monthly investments. Do not check your balance during market downturns.

Frequently asked questions

What is the difference between compound interest and simple interest?

Simple interest is calculated only on the original principal. If you invest $1,000 at 5% simple interest for 10 years, you earn $50 per year — $500 total — ending with $1,500. Compound interest is calculated on the principal plus all previously earned interest. The same $1,000 at 5% compound interest for 10 years grows to $1,629 — an extra $129 purely from compounding. The difference grows dramatically over longer time periods: at 30 years, simple interest gives $2,500 while compound interest gives $4,322.

How often should interest compound for the best returns?

The more frequently interest compounds, the higher your effective annual yield. Daily compounding produces slightly more than monthly, which produces more than quarterly, which produces more than annual. However, the difference between daily and monthly compounding is very small in practice. A $10,000 investment at 5% for 10 years: annual compounding gives $16,289; monthly compounding gives $16,470; daily compounding gives $16,487. The frequency matters much less than the rate and the time period.

How much should I have saved for retirement by age?

Fidelity's widely cited benchmarks: 1× your annual salary saved by age 30, 3× by 40, 6× by 50, 8× by 60, 10× by 67. These are general guidelines based on retiring at 67 and replacing 45% of your pre-retirement income. Your personal number depends on your expected retirement lifestyle, Social Security benefits, any pension income, and how early you want to retire. Use the retirement calculator above to model your specific situation with your own numbers.

What interest rate should I use in my compound interest calculations?

It depends on where your money is invested. For a high-yield savings account, use the current rate (typically 4–5% in 2024–2025). For a money market fund, use 4–5%. For a diversified US stock index fund, the historical average is about 10% nominal or 7% real (inflation-adjusted) — though past performance does not guarantee future results. For conservative long-term planning, financial planners often recommend using 6–7% to account for inflation and sequence-of-returns risk. Never use the rate your bank advertises for a regular checking account (typically 0–0.5%).

Is this calculator accurate for tax-advantaged accounts like a 401(k) or Roth IRA?

The compound interest calculator shows gross pre-tax growth, which accurately reflects how tax-advantaged accounts grow since taxes are deferred (traditional 401k/IRA) or not owed at all (Roth IRA). For taxable brokerage accounts, the actual after-tax result will be lower, as capital gains taxes apply each year on dividends and upon sale. For a rough taxable account estimate, reduce your expected return by 0.5–1.5% depending on your tax bracket. Always consult a qualified tax professional for advice specific to your situation.

How does inflation affect my savings goal?

Inflation means that your savings goal in future dollars needs to be larger than it seems today. If you want to have $500,000 in purchasing power 20 years from now, you actually need to save approximately $903,000 in nominal terms (assuming 3% annual inflation). The inflation calculator above lets you see this erosion clearly. When setting long-term savings goals, always ask whether your target is in today's dollars or future dollars, and adjust accordingly. For retirement planning, it is generally safer to state goals in today's dollars and then use a real (inflation-adjusted) return in your calculations.

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