I am trying to generate a plot showing the probabilities of a Binomial(10, 0.3) distribution.
I'd like to do this in base R.
The following code is the best I have come up with,
plot(dbinom(1:10, 10, 0.3), type="h", lend=2, lwd=20, yaxs="i")
My issue with the above code is the small numbers get disproportionately large bars. (See below) For example P(X = 8) = 0.00145 but the height in the plot looks like about 0.025.
It seems to be an artifact created by wanting wider bars, if the lwd = 20 argument is removed you get tiny bars but their heights seem to be representative.
I think the problem is your choice of lend
(line-end) parameter. The 'round' (0) and 'square' (2) choices are intended for when you want a little bit of extra extension beyond the end of a segment, e.g. so that adjacent segments join nicely, e.g. if you were plotting line segments that should be part of a connected line (see example below).
f <- function(le) plot(dbinom(1:10, 10, 0.3),
type="h", lend = le, lwd=20, yaxs="i", main = le)
par(mfrow=c(1,3))
invisible(lapply(c("round", "butt", "square"), f))
"round", "butt", and "square" could also be specified (less mnemonically) as 0, 1, and 2 ...
x <- 1:5; y <- c(1,4,2,3,5)
f2 <- function(le) {
plot(x,y, type ="n", main = le)
segments(x[-length(x)], y[-length(x)], x[-1], y[-1],
lwd = 20, lend = le)
}
par(mfrow=c(1,3))
invisible(lapply(c("round", "butt", "square"), f2))
Here you can see that the round end caps work well, both 'butt' and 'square' have issues. (I can't think offhand of a use case for "square", but I'm sure one exists ...) There is a good description of line-drawing parameters here (although it also doesn't suggest use cases ...)