Pivot & Fibonacci Calculator

Q: How are Standard Pivot Points calculated?

The central Pivot Point (PP) is calculated as PP = (High + Low + Close) / 3 based on the previous period's range.

Q: What is the Golden Ratio in Fibonacci Retracement?

The 61.8% and 50.0% levels represent the highest-probability reversal zones for algorithmic entry orders during market pullbacks.

Calculators / Pivot & Fibonacci

Pivot Point & Fibonacci Calculator

Generate mathematical support, resistance, and Fibonacci golden ratio expansion levels across 4 major technical algorithms.

Period Price Inputs

Previous High Price (H)

Previous Low Price (L)

Previous Close Price (C)

Current Open Price (O)

Fibonacci Trend Bias

Classic Floor Pivots

Resistance 3 (R3)

Resistance 2 (R2)

Resistance 1 (R1)

Pivot Point (PP)

Support 1 (S1)

Support 2 (S2)

Support 3 (S3)

Fibonacci Pivots

Fib R3 (+100%)

Fib R2 (+61.8%)

Fib R1 (+38.2%)

Pivot Point (PP)

Fib S1 (-38.2%)

Fib S2 (-61.8%)

Fib S3 (-100%)

Fibonacci Retracement & Extension Ratios

Frequently Asked Questions: Pivot Points & Fibonacci

How are Standard Pivot Points calculated?

The central Pivot Point (PP) is calculated as PP = (High + Low + Close) / 3 based on the previous period's trading range. Resistance (R1, R2, R3) and Support (S1, S2, S3) are derived directly from this pivot.

What is the Golden Ratio in Fibonacci Retracement?

The 61.8% (0.618) and 50.0% levels represent the highest-probability reversal zones where institutional algorithmic algorithms place limit orders during trend pullbacks.