![SOLVED: The error function "erf(u)" is tabulated below: u | erf(u) | erf(u) —-|——–|——– 0.00| 0.0000 | 1.10 0.05| 0.05637| 1.15 0.10| 0.11246| 1.20 0.15| 0.16800| 1.25 0.20| 0.22270| 1.30 0.25| 0.27633| 1.35 0.30| 0.32863| 1.40 0.35| 0.37938| 1.45 0.40 ... SOLVED: The error function "erf(u)" is tabulated below: u | erf(u) | erf(u) —-|——–|——– 0.00| 0.0000 | 1.10 0.05| 0.05637| 1.15 0.10| 0.11246| 1.20 0.15| 0.16800| 1.25 0.20| 0.22270| 1.30 0.25| 0.27633| 1.35 0.30| 0.32863| 1.40 0.35| 0.37938| 1.45 0.40 ...](https://cdn.numerade.com/ask_images/6bd2930c36a0407ab5a4f708dfe09138.jpg)
SOLVED: The error function "erf(u)" is tabulated below: u | erf(u) | erf(u) —-|——–|——– 0.00| 0.0000 | 1.10 0.05| 0.05637| 1.15 0.10| 0.11246| 1.20 0.15| 0.16800| 1.25 0.20| 0.22270| 1.30 0.25| 0.27633| 1.35 0.30| 0.32863| 1.40 0.35| 0.37938| 1.45 0.40 ...
![SOLVED: Table 5.1 Tabulation of Error Function Values erf(z) erf(z) 0.5633 0.6039 0.6420 0.6778 0.7112 0.7421 0.7707 0.7970 0.8209 0.8427 0.8802 0.9103 erf(z) 0.9340 0.9523 0.966 0.9763 0.9838 0.9891 0.9928 0.9953 0.9981 0.9993 0.9998 0.9999 055 0.60 ... SOLVED: Table 5.1 Tabulation of Error Function Values erf(z) erf(z) 0.5633 0.6039 0.6420 0.6778 0.7112 0.7421 0.7707 0.7970 0.8209 0.8427 0.8802 0.9103 erf(z) 0.9340 0.9523 0.966 0.9763 0.9838 0.9891 0.9928 0.9953 0.9981 0.9993 0.9998 0.9999 055 0.60 ...](https://cdn.numerade.com/ask_images/5f9b061520fd40e2b4fe41c1a81b7281.jpg)
SOLVED: Table 5.1 Tabulation of Error Function Values erf(z) erf(z) 0.5633 0.6039 0.6420 0.6778 0.7112 0.7421 0.7707 0.7970 0.8209 0.8427 0.8802 0.9103 erf(z) 0.9340 0.9523 0.966 0.9763 0.9838 0.9891 0.9928 0.9953 0.9981 0.9993 0.9998 0.9999 055 0.60 ...
![PDF] Computation of the error function erf in arbitrary precision with correct rounding | Semantic Scholar PDF] Computation of the error function erf in arbitrary precision with correct rounding | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/1d8a6d2312731b333ffbecc5a562cec56ba6e85b/9-Table1-1.png)
PDF] Computation of the error function erf in arbitrary precision with correct rounding | Semantic Scholar
![Table 5 from GammaCHI: A package for the inversion and computation of the gamma and chi-square cumulative distribution functions (central and noncentral) | Semantic Scholar Table 5 from GammaCHI: A package for the inversion and computation of the gamma and chi-square cumulative distribution functions (central and noncentral) | Semantic Scholar](https://d3i71xaburhd42.cloudfront.net/b2a99651e50e7de46c230baad8546beab14ae39a/19-Table5-1.png)