LP Profitability

Last modified: April 16, 2026

Is providing liquidity profitable?

A position is profitable when cumulative fees exceed impermanent loss plus transaction costs:

Profit = Fees earned − Impermanent loss − Gas costs

Fee income

Three factors determine fee income:

1. Swap volume routed through the pool
2. Your share of in-range liquidity — only positions whose bounds contain the current price earn fees
3. Fee tier — 0.01 %, 0.05 %, 0.30 %, or 1 %

In v3, a concentrated position has a capital-efficiency multiplier m:

m = 1 / (1 - sqrt(P_lower / P_upper))

The effective fee APR:

Fee APR = m * daily_volume * fee_tier * 365 / total_in_range_TVL

Worked example: CTN/USDC 0.30 % pool

Concentration multiplier:

m = 1 / (1 - sqrt(1800/2200))
  = 1 / (1 - 0.9045)
  ≈ 10.47×

The position behaves as though $104,700 were deposited in a v2 pool.

Fee APR = 10.47 * $5,000,000 * 0.003 * 365 / $2,000,000 ≈ 2,866 %

This is gross APR assuming 100 % time in range — real returns will be lower.

Impermanent-loss drag

IL is not a one-time event; it accumulates continuously as the price drifts. The critical insight: fees scale linearly with volume, but IL accelerates with price divergence. In trending markets IL can overwhelm fees; in range-bound markets fees dominate.

Quantifying the drag

For the position above (range $1,800–$2,200, m ≈ 10.47×), a 10 % CTN price increase ($2,000 → $2,200):

v2 IL at 1.1× = 2 * sqrt(1.1) / (1 + 1.1) - 1 = −0.23 %
v3 IL = −0.23 % * 10.47 = −2.41 %

On $10,000 that is a $241 loss, recoverable in about three days of fee income at $78/day.

However, if CTN reaches $2,200 — the range boundary — the position converts entirely to USDC and earns zero fees until the price returns. The fundamental question is always: will in-range fee income exceed IL at the time of withdrawal?

Choosing a range

Rebalancing costs

When the price exits a range, the position stops earning. Two options:

• Wait for the price to return (zero cost, but zero income while out of range).
• Rebalance — close the position and open a new one centred on the current price. Each rebalance costs gas and realises accumulated IL.

Rule of thumb: do not rebalance unless the expected fee income from the new position exceeds the gas cost within a reasonable time horizon.

Full P&L example

Setup: $10,000 into CTN/USDC 0.30 %, range $1,800–$2,200 (spot $2,000). Pool averages $5 M daily volume and $2 M in-range TVL.

At day 30, CTN is $2,100 (r = 1.05):

v2 IL(1.05) = −0.06 %
v3 IL = −0.06 % * 10.47 = −0.63 %  →  $63
 
Net P&L = $1,794 − $63 − $5 (gas) = +$1,726  (17.3 % monthly)

Adverse scenario — CTN drops to $1,600 (r = 0.8), exiting the range on day 10:

v2 IL(0.8) = −0.62 %
v3 IL = −0.62 % * 10.47 = −6.49 %  →  $649
 
Fees (10 days in range) = $780
Net P&L = $780 − $649 − $5 = +$126

Even with a 20 % adverse move the position was slightly profitable — but an earlier exit from range would easily push it negative.

Practical checklist

1. Check pool volume — low-volume pools earn negligible fees regardless of range.
2. Estimate fee APR from 24 h volume and TVL.
3. Assess volatility — trending tokens carry higher IL risk.
4. Choose the right fee tier — stable pairs → 0.01 % or 0.05 %; volatile pairs → 0.30 % or 1 %.
5. Set a range that reflects your thesis — if you expect CTN between $1,800–$2,200, set that range.
6. Account for gas — significant on L1, negligible on L2s.
7. Monitor and adjust — no range stays optimal indefinitely.

Further reading

• Impermanent Loss — formulas and worked examples
• Fees — fee tiers and distribution mechanics
• Concentrated Liquidity — how v3 positions work