Compute the value of CDF over Wilcoxon Signedrank Distribution in R Programming - psignrank() Function

Compute the value of CDF on Uniform Distribution in R Programming - punif() Function

Last Updated : 03 Jul, 2020

In R programming, punif() function is used to compute the value of Cumulative Distribution Function(CDF).

Syntax: punif(q, min = 0, max = 1, lower.tail = TRUE, log.p = FALSE) Parameters: q: represents vector of quantiles min, max: represents lower and upper limits of the distribution lower.tail: represents logical value. If TRUE, probabilities are P[X<=x] log.p: represents logical value. If TRUE, probabilities are given as log(p)

Example 1:

r

# Create vector of random deviation 
u <- runif(20)

punif(u) == u

print(punif(u))

Output:

 [1] TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE TRUE
[16] TRUE TRUE TRUE TRUE TRUE

[1] 0.21571509 0.97224483 0.74654757 0.93053902 0.90868119 0.93048128
 [7] 0.41566382 0.52074950 0.41353715 0.48460207 0.63706965 0.16338451
[13] 0.22761876 0.54239105 0.07045675 0.04363406 0.68484316 0.86928257
[19] 0.06046589 0.29565811

Example 2:

r

# Output to be present as PNG file 
png(file = "punifGFG.png") 
  
# Plot function 
curve(punif(x, min = 2, max = 6), 0, 8, ylim = c(0, 0.5), 
      ylab = "f(x)") 
  
# Saving the file 
dev.off()

Output:

Compute the value of CDF over Wilcoxon Signedrank Distribution in R Programming - psignrank() Function

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