Staking Annual Reward Rate Calculator
Turn a short staking period into an annualized rate. Enter how much you staked, how much you earned, and over how many days — the calculator gives you the APR, the compounded APY, and the projected value of your position at 30 days, 90 days, 1 year and beyond.
The first section shows how the same APR translates into different APYs depending on how often rewards are compounded. The second shows what your position would be worth if the current rate held for the next 1, 2 and 5 years.
A staking rate is always an annualized figure — but the way you measure it matters. The APR tells you the simple rate, ignoring compounding. The APY tells you what you actually earn after rewards are reinvested. For most staking positions the difference is small but not zero, and for very high rates it can be substantial. The formula on this page shows you exactly how the annual rate is derived from the numbers you observe.
The formula is a rescaling of time
Rewards over 30 days tell you almost nothing on their own. What you want is a comparable figure — the rate you would earn over a full year. The formula divides rewards by staked to get the period return, then multiplies by 365/days to rescale that return to a year. It is pure linear extrapolation, which is why a short measurement window produces a noisy estimate.
APR and APY diverge as the rate rises
At 5% APR, daily compounding adds only 0.13% to your annual yield. At 50% APR, it adds 1.27%. At 1,000% APR — the kind of figure that appears on new DeFi pools — daily compounding turns a 1,000% APR into a 2,714% APY. The higher the rate, the more frequently you compound, and the more the difference matters. Always check which figure a protocol is quoting.
Short windows produce exaggerated figures
A 7-day measurement scaled up to a year amplifies every piece of noise in the sample. An unusually good week in a volatile pool can produce an APR of 500%, while the true long-run rate is closer to 20%. The longer the measurement window, the more reliable the annualized rate — 30 days is the practical minimum, 90 days is better, and a full year of history is best.
APY is not the same as profit
The annualized rate assumes the underlying token's price is stable. In practice, if the token you are earning falls 30% over the year, a 10% APY is a net loss of 23%. This is why the real return on a staking position is the yield minus any price depreciation in the staked asset and the reward token. Yield farming on volatile assets carries both yield risk and price risk simultaneously.
How compounding frequency changes the APY at common rates
| APR | Simple (APY) | Monthly (APY) | Daily (APY) | Continuous (APY) | Daily gain vs simple |
|---|
Typical staking rates by asset type
| Asset / pool type | Typical APR | Risk level | Notes |
|---|---|---|---|
| ETH native staking | 3 – 5% | Low | Base layer consensus yield, no token inflation |
| SOL native staking | 6 – 8% | Low–medium | Includes inflation rewards; slashing risk exists |
| Liquid staking (stETH, rETH) | 3 – 5% | Low | Native rate minus a small protocol fee |
| Stablecoin lending (Aave, Compound) | 2 – 10% | Low–medium | Rate moves with borrow demand |
| Curve stable pool LP | 3 – 15% | Medium | Includes trading fees and sometimes CRV rewards |
| Uniswap v3 stable pairs | 5 – 25% | Medium | Concentrated liquidity, IL is small on stable pairs |
| Blue-chip LP (ETH/USDC) | 10 – 40% | Medium–high | Impermanent loss can exceed fees |
| New farm with high emissions | 50 – 500%+ | Very high | Token inflation usually erodes the nominal yield |
| Meme coin farm | 1,000%+ | Extreme | APY is meaningless against a token that can fall 90% |
Worked examples
Staked = 10,000 · Rewards = 50 · Days = 30
Period return = 50 / 10,000 = 0.005 = 0.5%
APR = 0.5% × (365/30) = 6.083%
APY (daily compounding) = (1 + 0.06083/365)^365 − 1 = 6.274%
Staked = 5,000 · Rewards = 240 · Days = 30
Period return = 4.8%
APR = 4.8% × 12.1667 = 58.40%
APY (daily compounding) = (1 + 0.584/365)^365 − 1 = 79.32%
Compounding added over 20 percentage points to the annual rate.
You want 12% APR over 90 days on a 25,000 stake.
Rewards = Staked × (APR/100) × (Days/365)
= 25,000 × 0.12 × (90/365) = 739.73
Staked = 8,000 · Rewards = 100 · APR target = 15%.
Days = 365 × (Rewards / Staked) / (APR / 100)
= 365 × 0.0125 / 0.15 = 30.4 days
Frequently asked questions
APR is the simple annual rate — what you would earn if you never reinvested your rewards. APY is what you actually earn when rewards are added back to the principal and start earning their own rewards. At a 6% APR, daily compounding gives you a 6.18% APY; at a 100% APR, daily compounding gives you a 171% APY. The gap widens as the rate increases and as compounding becomes more frequent. When a protocol quotes a rate, always check which figure it is — APY looks bigger and is often used in marketing.
Almost all staking rates are dynamic. They are determined by the ratio of rewards being distributed to the total amount staked in the pool. When more capital enters, each staker's share falls, and the effective rate drops. When capital exits, the rate rises. Token emissions schedules, protocol governance votes, and the price of the reward token also affect the real yield. This is why the annualized figure you calculate today is a snapshot and may not hold over the coming year.
Thirty days is the practical minimum. A seven-day window scaled to a year amplifies every fluctuation — an unusually good week can produce an APR of 500% that quickly drops to 20%. Ninety days is better and smooths out most short-term noise. If you can get twelve months of history, do so, but remember that the rate itself changes over time, so even a perfect year of data does not predict the next year. The most useful approach is to calculate the rate over several different windows and see how stable it is.
Yes, significantly — and this is where many yield calculations go wrong. If you stake a token and earn rewards in a different token, the dollar value of your rewards depends on the reward token's price. A 100% APY in a token that falls 60% over the year is a net loss. The correct way to think about real yield is: (yield % in tokens) × (price change of the reward token) × (price change of the staked token). Protocols that quote a high APY in an inflationary token are often paying you with something that is declining in value.
If the protocol auto-compounds every block or every day, let it — you will get close to the theoretical APY with no effort. If it pays rewards to a wallet and requires manual restaking, you need to weigh the gas cost of each restaking transaction against the extra yield. For a small position, compounding monthly is often more profitable than compounding daily because the gas costs of daily restaking exceed the marginal yield gain. The calculator here lets you choose the compounding frequency so you can see the theoretical difference and decide if the extra effort is worth it.
No — and treating it as such is one of the most common mistakes in DeFi. A pool offering 500% APY is almost always paying in a newly issued token that will lose most of its value, or is compensating for an impermanent loss risk that exceeds the yield, or is a short-lived incentive program that ends in a few weeks. Sustainable yields on mature assets are in the single digits. Yields between 10% and 40% can be legitimate for LP positions on volatile pairs, provided you account for IL. Anything above 100% should be treated as highly speculative until proven otherwise over a full cycle.
Real yield is the portion of the APY that comes from genuine economic activity — trading fees, borrow interest, MEV — rather than from token emissions. A pool paying 30% APY where 28% comes from a protocol's own token printing is not generating 30% of economic value; it is redistributing tokens that will be sold into the market. Real yield is sustainable because it is funded by users paying for a service. Emission-funded yield is not, because it ends when the emissions schedule runs out — usually followed by a sharp drop in the pool's total value.
Staking adds yield on top of whatever the token does — but it also adds specific risks: slashing on proof-of-stake networks, smart contract bugs in liquid staking protocols, lock-up periods that prevent you from selling, and opportunity cost if the token falls while you are locked. For mature assets like ETH, the base staking yield of 3–5% is generally considered a reasonable trade for these risks. For volatile assets, the yield is usually much smaller than the price risk, and the staking decision should be secondary to the question of whether you want to hold the asset at all.
How to Use This Calculator
Three numbers are all you need to annualize a staking return — the amount staked, the reward earned, and the number of days. Enter them and the calculator derives the APR, the compounded APY, and the projected value of your position at multiple horizons.
1. Enter the amount staked
The total value of your staking position during the measurement period. Use the same units for the stake and the reward — tokens or dollars, whichever is easier to track.
2. Enter the rewards earned
How much you actually received over the period. If you can, exclude any bonus or referral rewards so the figure reflects the base rate of the pool.
3. Enter the number of days
The length of the measurement window. Thirty days is the practical minimum for a stable estimate; 90 days or more is better if you have the history.
4. Pick the compounding frequency
Match this to how your protocol actually behaves. Most DeFi pools auto-compound daily or per block; some pay out periodically. The default of daily compounding is a reasonable assumption for most positions.
5. Read the result
The result card shows the APY as the headline and the underlying APR below it, plus a colour-coded verdict that classifies the rate from very low through typical to speculative or unsustainable.
6. Use it to work backwards
The "solve for" toggle lets you enter a target APR and find out how much reward to expect, how much you need to stake, or how long a period is required. Useful when comparing offers or planning a position.
What This Tool Offers
Everything you need to compare staking rates on a like-for-like basis and understand what an annualized figure really means.
APR and APY side by side
The result card shows both figures, so you can see the effect of compounding at your chosen frequency without any extra calculation.
Four solve modes
Solve for the annual rate, the reward, the staked amount, or the number of days. Useful for comparing offers and for planning a position from a target rate.
Compounding comparison
A chart showing how the same APR translates into different APYs under every common compounding frequency, from simple to continuous.
Multi-year projection
A table showing what your position would be worth at 1, 2 and 5 years if the current rate held, with the earnings and total multiple for each horizon.
Frequency lookup table
A reference table showing how compounding frequency changes the APY at every common rate, so you can quickly see whether the difference is material for your position.
Reference and education
Typical rates by asset type, worked examples, and clear explanations of APR vs APY, real yield, and why the reward token's price matters as much as the rate.
What Does the Annual Reward Rate Measure?
The annual reward rate is a way of putting staking returns on a common footing. Instead of asking "how much did I earn in the last 30 days?", it asks "what would I earn over a full year if this rate held?" That rescaling makes rates comparable across pools, protocols and time windows — a 30-day snapshot from one pool can be compared directly with a 90-day snapshot from another. The trade-off is that annualizing amplifies noise: a short or unusual measurement window produces a rate that may bear little resemblance to what you will actually earn over the next year.
The Formulas
The simple annual rate, expressed as a percentage:
The compounded annual rate, when rewards are reinvested n times per year:
The continuous compounding limit, which is what you approach as n goes to infinity:
And the daily rate, useful for quick comparisons between pools:
Why Compounding Matters More at High Rates
Compounding is a multiplier on the base rate. At a 5% APR, the difference between simple and daily compounding is 0.13 percentage points — negligible in practice. At a 50% APR, daily compounding adds 1.27 percentage points. At a 1,000% APR, the difference is over 1,700 percentage points: a simple 1,000% APR becomes a 2,714% APY when compounded daily. The reason is that at high rates, the compounding period is not trivial relative to the base rate, so each compounding step contributes meaningful growth of its own.
This is why protocols with high advertised rates almost always quote the APY rather than the APR — the compounded number looks substantially larger. For comparison purposes, always ask which figure is being quoted and, if possible, convert to a common basis. A 100% APY is roughly equivalent to a 69% APR when compounded daily, or a 100% APR if compounded annually.
Why Short Windows Exaggerate the Rate
The formula is pure linear extrapolation. It takes the fraction of your stake earned in a given period and multiplies by however many such periods fit in a year. If the period was typical, the annual rate is accurate. If the period contained an unusual event — a large reward distribution, a temporary spike in emissions, a single high-yield block — the annual rate will be exaggerated. A 7-day window has only a handful of data points; a single outlier can dominate the result. A 90-day window averages over more events and produces a rate that is closer to the long-run average.
There is a second, subtler issue: the rate itself is not constant. Staking yields are dynamic, driven by the ratio of emissions to total staked value. If a pool's rate is currently 20% but its emission schedule is halving every 6 months, the true forward-looking rate is closer to 14% over the next year. The best you can do with a snapshot is to measure the rate honestly over a reasonable window and then apply your own judgment about whether it will persist.
APR and APY Under Every Compounding Frequency
| APR | Annual | Quarterly | Monthly | Weekly | Daily | Continuous |
|---|
Risks That the Rate Does Not Capture
The annualized rate captures one thing: how much reward you receive relative to your stake, extrapolated over a year. It does not capture price risk. If the token you stake falls 20% while the pool pays 10% APR, you are net down 12% in dollar terms. If the reward token itself falls 80% during the year, the "yield" is more than offset by the depreciation. A 100% APR paid entirely in a token that drops 90% is a losing position.
The rate also does not capture lock-up risk. If your stake is locked for 90 days and the price crashes on day 5, you cannot exit. It does not capture slashing risk on proof-of-stake networks, where a validator's misbehaviour can cost a portion of your principal. It does not capture smart contract risk on liquid staking or yield-farming protocols, which have lost users billions of dollars through exploits and bugs. And it does not capture the opportunity cost of holding the staked asset rather than a different one. Every one of these risks can turn an attractive headline rate into a net loss.
Frequently Asked Questions
The FAQ section above covers the most common questions about staking rates — APR vs APY, measurement windows, reward token price, compounding frequency, and real yield. Scroll back to the analysis card if you skipped it.
Variables
| Symbol | Quantity | Unit |
|---|---|---|
| Annual Reward Rate | Annualized staking reward rate | % |
| Rewards Earned in Period | Coins earned during the observation period | coins |
| Amount Staked | Amount of coins staked | coins |
| Days in Period | Length of the observation period | days |
What it means
Staking reward rates are typically quoted as an annual percentage. This formula extrapolates rewards over a short period to an annualised rate. It is used to compare different staking providers, validators, and protocols. It helps stakers understand their expected return. The rate can vary based on network participation and total staked amount. Understanding this helps in making staking decisions and in assessing the yield of proof‑of‑stake assets. It is a key metric for yield‑seeking investors.
Worked example
Staking Annual Reward Rate – Two Detailed Examples
Real‑World| Parameter | Value |
|---|---|
| Rewards Earned | 2 |
| Amount Staked | 100 |
| Period (days) | 30 |
| Parameter | Value |
|---|---|
| Rewards | 10 |
| Staked | 500 |
| Period | 90 |
Common mistakes
- Rewards earned: The total rewards received in the given period.
- Amount staked: The average amount staked during the period.
- Days in period: Number of days over which rewards were earned.
- Annualisation: Extrapolates to a full year – assumes constant rate.
Applications
Staking annual reward rate calculates the annualised return from staking based on rewards earned over a period. This is used to compare staking yields across different protocols, to assess the profitability of staking strategies, and to set expectations. By annualising the rewards, investors can benchmark against other investment opportunities. This formula is essential for DeFi yield farming and for managing staking portfolios. Understanding the annual reward rate helps in making informed decisions about where to stake assets.
- Comparing staking APYs across platforms
- Evaluating the performance of staking strategies
- Projecting future staking income
- Adjusting staking allocations based on yield changes
- Educational understanding of staking rewards
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