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Swing direction
61.8% retracement138.2the 'golden ratio' level
38.2%161.8
50%150
78.6%121.4
In an uptrend, pullbacks are measured down from the swing high. Buyers often look for support near 38.2%, 50% and 61.8%; a close below 78.6% suggests the move up has failed.
Swing and retracement levels
Fibonacci levels
LevelPriceType
0%200swing high
23.6%176.4retracement
38.2%161.8retracement
50%150retracement
61.8%138.2retracement
78.6%121.4retracement
100%100swing low
127.2%72.8extension (below the swing low)
161.8%38.2extension (below the swing low)
261.8%−61.8extension (below the swing low)

Not financial advice. Results are estimates based on the values you enter and simplified assumptions; real trades are affected by fees, slippage, gaps and other factors. Trading involves substantial risk of loss. Read the full disclaimer.

How to calculate Fibonacci retracements

Range = Swing high − Swing low Uptrend (pullback from the high): Level = High − Range × ratio Downtrend (bounce from the low): Level = Low + Range × ratio Ratios: 0.236, 0.382, 0.5, 0.618, 0.786 Extensions 1.272, 1.618, 2.618 lie beyond the swing's start (below the low in an uptrend, above the high in a downtrend)

Worked example

  1. Price rallies from 100 to 200, a range of 100.
  2. 61.8% retracement = 200 − 100 × 0.618 = 138.20.
  3. 38.2% = 161.80; 50% = 150.00; 78.6% = 121.40.

How to interpret Fibonacci retracements

Shallow pullbacks (23.6–38.2%) suggest a strong trend; 50–61.8% is the classic “buy the dip” zone; beyond 78.6% the original move is in doubt. Fibonacci levels work best where they coincide with prior support/resistance, moving averages or pivot points. Use the level as an entry zone and plan the trade with the risk/reward calculator.

Limitations and common mistakes

  • The result depends entirely on which swing you choose — use clear, significant highs and lows.
  • 50% is not a Fibonacci ratio, but it's included because traders widely watch it.
Support & Resistance

Fibonacci Extension Calculator

Project 0.618, 1.0, 1.272, 1.618, 2.0 and 2.618 price targets from an A–B–C swing.

A 100 · B 200 · C 150 → 1.618 at 311.80
Support & Resistance

Pivot Point Calculator

Calculate standard, Fibonacci, Camarilla, Woodie and DeMark pivot points from the previous high, low and close.

H 110 · L 90 · C 100 → P 100, R1 110, S1 90
Risk Management

Risk/Reward Ratio Calculator

Compare a trade's potential reward with its risk and see the win rate you need to break even.

Entry 100 · Stop 95 · Target 110 → 1:2

Fibonacci Retracement calculator FAQ

Why is 61.8% called the golden ratio?

0.618 is the inverse of φ ≈ 1.618, the ratio successive Fibonacci numbers converge to.

How do I use Fibonacci for targets?

Use the Fibonacci extension calculator, which projects targets from three points.