| PlotProbDist | R Documentation | 
Produce a plot from a probability distribution with shaded areas. This is often needed in theory texts for classes in statistics.
PlotProbDist(breaks, FUN, 
             blab = NULL, main = "", xlim = NULL, col = NULL, density = 7, 
             alab = LETTERS[1:(length(breaks) - 1)], 
             alab_x = NULL, alab_y = NULL, ylab = "density", ...)
| breaks | a numeric vector containing the breaks of different areas. The start and end must not be infinity. | 
| FUN | the (typically) distribution function | 
| blab | text for labelling the breaks | 
| main | main title for the plot | 
| xlim | the x-limits for the plot | 
| col | the color for the shaded areas | 
| density | the density for the shaded areas | 
| alab | the labels for areas | 
| alab_x | the x-coord for the area labels | 
| alab_y | the y-coord for the area labels, if left to default they will be placed in the middle of the plot | 
| ylab | the label for they y-axis | 
| ... | further parameters passed to internally used function  | 
The function sets up a two-step plot procedure based on curve() and Shade() with additional labelling for convenience.
nothing returned
Andri Signorell <andri@signorell.net>
Shade, curve, polygon
# plot t-distribution
PlotProbDist(breaks=c(-6, -2.3, 1.5, 6), 
             function(x) dt(x, df=8), 
             blab=c("A","B"), xlim=c(-4,4), alab=NA,
             main="t-Distribution (df=8)",
             col=c(DescTools::hred, DescTools::hblue, DescTools::horange), 
             density=c(20, 7))
# Normal
PlotProbDist(breaks=c(-10, -1, 12), 
             function(x) dnorm(x, mean=2, sd=2), 
             blab="A", xlim=c(-7,10),
             main="Normal-Distribution N(2,2)",
             col=c(DescTools::hred, DescTools::hblue), density=c(20, 7))
# same for Chi-square
PlotProbDist(breaks=c(0, 15, 35), 
             function(x) dchisq(x, df=8), 
             blab="B", xlim=c(0, 30),
             main=expression(paste(chi^2-Distribution, " (df=8)")),
             col=c(DescTools::hblue, DescTools::hred), density=c(0, 20))
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