You'd earn $4,921 in interest
A $20,000 balance at 4.40% compounded daily grows to $24,921 over 5 years, earning $4,921. That's an effective 4.50% APY once compounding is counted.
See the interest a balance earns, and how much extra compounding adds over simple interest.
Interest earned
$4,921
Over 5 years.
On the original balance only.
After 3% inflation.
A $20,000 balance at 4.40% compounded daily grows to $24,921 over 5 years, earning $4,921. That's an effective 4.50% APY once compounding is counted.
Simple interest — earned only on your original balance — would give $4,400. Compounding earns interest on your interest too, adding $521 more over 5 years. The effect grows with time and balance: the longer you leave money untouched, the more compounding does the work.
At 3% inflation, the $24,921 ending balance has the purchasing power of roughly $21,497 in today's money — and interest is taxable as ordinary income. Savings interest is ideal for keeping cash safe and liquid, but rarely outpaces inflation after tax, so it suits short-term goals rather than long-term growth.
Many big banks pay under 0.5% while high-yield accounts pay several times more — for the same FDIC insurance. If your rate is low, the biggest win isn't compounding frequency, it's switching to a better-paying account.
High-yield savings calculatorWorked scenarios with the full analysis, so you can see how the numbers move before entering your own.
A typical high-yield savings balance left to compound, showing interest and the compounding bonus.
Interest earned
$4,921
A $20,000 balance at 4.40% compounded daily grows to $24,921 over 5 years, earning $4,921. That's an effective 4.50% APY once compounding is counted.
Simple interest — earned only on your original balance — would give $4,400. Compounding earns interest on your interest too, adding $521 more over 5 years. The effect grows with time and balance: the longer you leave money untouched, the more compounding does the work.
At 3% inflation, the $24,921 ending balance has the purchasing power of roughly $21,497 in today's money — and interest is taxable as ordinary income. Savings interest is ideal for keeping cash safe and liquid, but rarely outpaces inflation after tax, so it suits short-term goals rather than long-term growth.
A larger balance over a longer horizon, where compounding makes a bigger difference.
Interest earned
$24,590
A $50,000 balance at 4% compounded daily grows to $74,590 over 10 years, earning $24,590. That's an effective 4.08% APY once compounding is counted.
Simple interest — earned only on your original balance — would give $20,000. Compounding earns interest on your interest too, adding $4,590 more over 10 years. The effect grows with time and balance: the longer you leave money untouched, the more compounding does the work.
At 3% inflation, the $74,590 ending balance has the purchasing power of roughly $55,502 in today's money — and interest is taxable as ordinary income. Savings interest is ideal for keeping cash safe and liquid, but rarely outpaces inflation after tax, so it suits short-term goals rather than long-term growth.
A balance earning a typical brick-and-mortar rate, illustrating how little low-rate accounts pay.
Interest earned
$101
A $5,000 balance at 0.40% compounded monthly grows to $5,101 over 5 years, earning $101. That's an effective 0.40% APY once compounding is counted.
Simple interest — earned only on your original balance — would give $100. Compounding earns interest on your interest too, adding $1 more over 5 years. The effect grows with time and balance: the longer you leave money untouched, the more compounding does the work.
At 3% inflation, the $5,101 ending balance has the purchasing power of roughly $4,400 in today's money — and interest is taxable as ordinary income. Savings interest is ideal for keeping cash safe and liquid, but rarely outpaces inflation after tax, so it suits short-term goals rather than long-term growth.
The same balance with annual rather than daily compounding, showing the small frequency effect.
Interest earned
$4,805
A $20,000 balance at 4.40% compounded annually grows to $24,805 over 5 years, earning $4,805. That's an effective 4.40% APY once compounding is counted.
Simple interest — earned only on your original balance — would give $4,400. Compounding earns interest on your interest too, adding $405 more over 5 years. The effect grows with time and balance: the longer you leave money untouched, the more compounding does the work.
At 3% inflation, the $24,805 ending balance has the purchasing power of roughly $21,397 in today's money — and interest is taxable as ordinary income. Savings interest is ideal for keeping cash safe and liquid, but rarely outpaces inflation after tax, so it suits short-term goals rather than long-term growth.
Simple interest is earned only on your original balance — a flat percentage each year. Compound interest is earned on your balance plus all the interest you've already earned, so it accelerates over time. Nearly all savings accounts compound, usually daily or monthly, which is why the amount you actually earn is a little more than the stated rate suggests.
The gap between simple and compound is small over one year but grows meaningfully over many years and larger balances. This is the same force that builds long-term wealth in investments — here it just works at a lower, safer rate. The longer you leave money untouched, the more of your earnings come from compounding rather than your original deposit.
Compounding frequency — daily versus monthly versus annually — makes only a small difference at typical savings rates. What matters far more is the rate itself. Moving from a big-bank account paying 0.4% to a high-yield account paying 4.4% multiplies your interest roughly tenfold, dwarfing any compounding-frequency effect.
Two other factors quietly reduce your real return: tax and inflation. Interest is taxed as ordinary income, and inflation erodes purchasing power. After both, the real return on cash is often near zero — which is fine for an emergency fund or short-term goal, where safety and liquidity are the point, but a reason to invest money you won't need for many years.
Big banks often pay under 0.5% while high-yield accounts pay several times more. The rate matters far more than compounding frequency.
Daily vs monthly compounding is a rounding error compared to the rate. Focus on the APY, not how often it compounds.
Interest is ordinary income. Your after-tax return is lower than the stated rate, which matters for larger balances.
Cash rarely beats inflation after tax. Money you won't need for years usually belongs invested.
Balances above $250,000 per depositor, per bank aren't insured. Spread very large sums across institutions.
It depends on your balance, rate, compounding and time. A $20,000 balance at 4.4% compounded daily earns about $4,800 over five years. Enter your numbers above for an exact figure, plus how much extra compounding adds over simple interest.
Simple interest is earned only on your original balance. Compound interest is earned on your balance plus the interest already added, so it grows faster over time. Almost all savings accounts compound, which is why you earn slightly more than the stated rate implies.
Only a little. Daily compounding earns marginally more than monthly or annual at the same rate — a few dollars per $10,000 a year. What matters far more is the interest rate itself: switching from a 0.4% to a 4.4% account changes your earnings dramatically, while frequency barely moves the needle.
Yes. Interest is taxed as ordinary income at your marginal rate, plus state tax where applicable, and banks report it on Form 1099-INT if it exceeds $10. That's why the after-tax return on cash is lower than the headline rate, and why savings suits short-term goals more than long-term growth.
The biggest lever is the rate: move idle cash from a low-paying big bank to a competitive high-yield savings account, which often pays several times more for the same FDIC insurance. Beyond that, keeping money invested (for long-term goals) rather than in cash usually earns far more, at the cost of short-term volatility.
The next calculations that usually follow this one.
Project your balance with monthly deposits — and see how much a high-yield account earns over a big-bank one.
See the balance, the split between contributions and growth, and what it actually buys.
Turn a stated interest rate and compounding frequency into the real annual percentage yield you'll earn.
See what a CD grows to at maturity, the interest you earn, and how it compares to leaving cash idle.
Translate future dollars into today's purchasing power — the adjustment most plans skip.
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