Limit Calculator
Numerically estimate the limit of a function
Examples: sin(x), exp(-x^2), ln(x), sqrt(x), pi
Appears convergent in the samples
Numerical estimate: 0.99999999985
Left sample estimate
0.99999999985
Right sample estimate
0.99999999985
Left/right gap
0
Recent spread
1.48499998964e-8
Sampling evidence
-0.0003 | 0.999999985 | 0.0003 | 0.999999985 -0.0001 | 0.999999998333 | 0.0001 | 0.999999998333 -0.00003 | 0.99999999985 | 0.00003 | 0.99999999985
Method: Comparison of finite samples from both sides; not a proof that a limit exists.
This is a finite-sample numerical approximation, not symbolic calculus or a proof that a limit exists. Check discontinuities and the reported error estimate.