A statistic summarises; a plot testifies. Before you trust any test from the previous lessons, look at the data, and base R can draw everything you need with three functions: hist(), boxplot(), and plot(). The playground renders these right in your browser.
Histograms: the shape of one variable
The histogram answers the first question you should ask of any numeric variable: is it roughly symmetric, skewed, or lumpy?
hist(mtcars$mpg,
main = "Fuel efficiency of 32 cars",
xlab = "Miles per gallon",
col = "steelblue")Every plot function takes main (title) and xlab/ylab (axis labels). Unlabelled axes are the fastest way to lose a reviewer's trust, so make labelling a reflex.
Box plots: groups side by side
The box shows the median and interquartile range; whiskers extend to the typical range and outliers appear as points. With the formula interface it becomes the natural companion to the t-test and ANOVA:
boxplot(weight ~ group, data = PlantGrowth,
main = "Plant yield by condition",
xlab = "Condition", ylab = "Dried weight (g)",
col = "lightsteelblue")Compare this picture with the ANOVA from lesson 4: you can see trt2 sitting above trt1 before you compute a single p-value.
Scatter plots: two variables and a line
The scatter plot is regression's native picture. abline() overlays the fitted line from lm() onto it:
plot(mpg ~ wt, data = mtcars,
main = "Heavier cars use more fuel",
xlab = "Weight (1000 lbs)", ylab = "Miles per gallon",
pch = 19)
abline(lm(mpg ~ wt, data = mtcars), lwd = 2)pch = 19 picks solid points and lwd = 2 thickens the line. Those two tweaks alone take a default R plot most of the way to figure quality.
A figure checklist for papers
- Axis labels with units, always; a real title (or a numbered figure caption)
- One message per figure: if you need to explain it for a minute, split it
- Show the data when you can: points over bars, distributions over lone means
- Label directly on the figure rather than relying on a legend when practical
You made it
Six lessons ago you had not typed a line of R. You can now load data, describe it, run t-tests, ANOVA, correlation, and regression, and draw the figures that back them up. Keep the playground open and rerun these examples with your own numbers; that is where it becomes yours.
