Pivot Point Calculator

The pivot point calculator turns a prior high, low, and close into a central pivot and support and resistance levels. You can choose floor, Woodie, Camarilla, or Fibonacci-style pivots. The output is useful for documenting a technical-analysis plan, setting chart alerts, or comparing methods. It is informational only and not trading advice.

Pivot points are based on historical prices. That makes them organized and easy to reproduce, but it also means they cannot predict future prices. A level that looked important yesterday can fail immediately after earnings, central-bank news, a liquidity shock, a trading halt, or a broad market repricing. Treat the numbers as planning references, not as instructions to buy or sell.

Inputs and validation

Enter the high price, low price, and closing price for the session or swing you want to analyze. The calculator requires the high to be greater than the low and the close to be zero or positive. It reports the high-low range and the close’s position in that range. A close near the high gives a higher close-position percentage; a close near the low gives a lower one.

Use consistent sessions. For stocks, many traders use the previous regular session. For futures, forex, or crypto, define a cutoff time before comparing levels. In a 24-hour market, changing the session boundary changes the high, low, close, and every support or resistance level.

For sibling calculators, use the fibonacci retracement calculator when the question is about pullbacks within a swing, the moving average calculator when the question is about trend smoothing, and the RSI calculator when the question is about momentum. Position math belongs in the stock average calculator or stock split calculator.

Formula

The classic floor pivot point is:

$\text{P} = \frac{\text{H} + \text{L} + \text{C}}{3}$

The floor support and resistance levels in this calculator are:

$\text{R1} = 2 \times \text{P} - \text{L}$

$\text{S1} = 2 \times \text{P} - \text{H}$

$\text{R2} = \text{P} + (\text{H} - \text{L})$

$\text{S2} = \text{P} - (\text{H} - \text{L})$

$\text{R3} = \text{H} + 2 \times (\text{P} - \text{L})$

$\text{S3} = \text{L} - 2 \times (\text{H} - \text{P})$

Woodie uses:

$\text{P} = \frac{\text{H} + \text{L} + 2 \times \text{C}}{4}$

Camarilla keeps the central pivot as the floor average but builds levels from the close plus or minus the range times 1.1 divided by 12, 6, and 4. Fibonacci pivots keep the same central pivot as the floor method and use 0.382, 0.618, and 1.000 multiples of the range.

Example: calculating pivot points

Use the default floor-pivot inputs: high 110, low 100, close 106. The range is 10. The pivot point is 110 plus 100 plus 106, divided by 3, which equals 105.33 when rounded as currency. The close position in range is close minus low, divided by range, or 6 divided by 10, so the detail item reads 60%.

For support and resistance, R1 is 2 times 105.33 minus 100, or 110.67. S1 is 2 times 105.33 minus 110, or 100.67. R2 is 105.33 plus 10, or 115.33. S2 is 105.33 minus 10, or 95.33. R3 is 110 plus 2 times the difference between 105.33 and 100, or 120.67. S3 is 100 minus 2 times the difference between 110 and 105.33, or 90.67.

If you switch only the method to Woodie, the central pivot becomes 110 plus 100 plus two times 106, divided by 4, or 105.50. If you switch to Fibonacci, the central pivot returns to 105.33, but R1 and S1 use 0.382 times the range, giving 109.15 and 101.51. These differences show why method selection must be recorded with the levels.

How traders use pivot points

Pivot points are often used before a session begins. A trader might mark the central pivot, nearby support, and nearby resistance, then watch how price behaves around those zones. A move above the pivot may be read as constructive intraday tone, while a move below it may be read as weaker tone. Some traders use levels for alerts, entries, exits, or stop placement.

None of those uses is automatic. Price can slice through support or resistance, pause briefly, reverse before touching a level, or oscillate around a pivot in a range. Levels can be especially fragile around market opens, scheduled announcements, and thin trading periods. Always account for position sizing, slippage, spreads, and the fact that a historical formula cannot know future order flow.

Common mistakes

• Combining a high from one session with a close from another session.
• Forgetting that the calculator’s close-position item depends on high-low range, so high must be greater than low.
• Switching between floor, Woodie, Camarilla, and Fibonacci levels without labeling the chart.
• Treating support as a guaranteed floor or resistance as a guaranteed ceiling.
• Ignoring transaction costs and risk limits when using levels in a plan.

Formula sources and scope

• Principles of Finance — OpenStax, Rice University (peer-reviewed open textbook); 2022 first edition, ISBN 978-1-951693-54-1; Jurisdiction-neutral finance definitions. Supports: floor pivot P=(high+low+close)/3; R1=2P-low; S1=2P-high; R2=P+(high-low); S2=P-(high-low). Accessed 2026-07-09.

These sources support the stated formula or definition. Results remain estimates based on the entered values and do not replace financial, legal, tax, lending, or investment advice. Compare periods, units, accounting definitions, and jurisdiction-specific rules before acting.

Sources

• CFI, Pivot Points — formula background for standard pivot levels.