Number sequences follow patterns: arithmetic (add constant: 2,4,6,8), geometric (multiply constant: 2,6,18,54), quadratic (differences of differences are constant: 1,4,9,16). This tool analyzes your sequence, identifies the pattern type, and predicts subsequent terms.
How to Use
Enter a sequence:
- Input: Comma-separated numbers
- Detection: Pattern automatically identified
- Prediction: Next 5 terms generated
Sequence Types
- Arithmetic: Constant difference (d). Formula: a + (n-1)d
- Geometric: Constant ratio (r). Formula: a × r^(n-1)
- Quadratic: 2nd differences constant. Squares, triangular numbers
- Fibonacci-like: Each term = sum of previous two
Finding Patterns
- Check differences first (arithmetic?)
- Check ratios (geometric?)
- Check 2nd differences (quadratic?)
- Check sums of pairs (Fibonacci?)
Step-by-Step Instructions
- 1Enter at least 3 numbers.
- 2View the detected pattern type.
- 3Check the common difference or ratio.
- 4See the predicted next terms.
- 5Review the general formula.