It is an unorganised repo of historically important numbers and methods to calculate them. The goal of Rnumbers is to generate mathematical numbers without needing to code much
- Mathemathical equations using latex: codecogs.com
- Language : R
- Editor: VScode, RStudio
You can install the development version of Rnumbers from GitHub with:
# install.packages("devtools")
devtools::install_github("Ohnoimded/Rnumbers")This is a basic example which shows you how to get a number with this package:
library(Rnumbers)
pi <- pi() # Generates an approximation of PI
print(pi)
#> 1 'mpfr' number of precision 2000 bits
#> [1] 3.14169264359054321346076832087794022254482575213871073399980548919020987997956437409447175124636253586144173064336097114785957817473165281087892409042389278915803530577994555653032710086199233863941829054011186823260233665568322307421614039989539733616403706958275491366201399621396698887674722311635357960997022294132683033489418761096321014873045236105688483742235983660598807122110881152006162167101585245375548275337762404697162678157505388441424578305582378162142033761717666218774527056164493129698537169693075175005960135266739617623876622004525497453330118080588386239593930182426901199487449842
fib1 <- fibonacci(n=6,print=FALSE,save=FALSE) # Get a sequence of fibonacci numbers
print(fib1)
#> Big Integer ('bigz') object of length 6:
#> [1] 0 1 1 2 3 5
fibonacci(n=600,print=FALSE,save=TRUE) # saves to a csv file
#> Saved as fibonacci.csv
zero() # Prints zero
#> [1] 0