CCP: Plot a Cartesian Coordinate Plane

In OpenIntroStat/openintro: Datasets and Supplemental Functions from 'OpenIntro' Textbooks and Labs

Plot a Cartesian Coordinate Plane

Description

Create a Cartesian Coordinate Plane.

Usage

CCP(
  xlim = c(-4, 4),
  ylim = c(-4, 4),
  mar = rep(0, 4),
  length = 0.1,
  tcl = 0.007,
  xylab = FALSE,
  ticks = 1,
  ticklabs = 1,
  xpos = 1,
  ypos = 2,
  cex.coord = 1,
  cex.xylab = 1.5,
  add = FALSE
)

Arguments

xlim	The x-limits for the plane (vector of length 2).
ylim	The y-limits for the plane (vector of length 2).
mar	Plotting margins.
length	The length argument is passed to the arrows function and is used to control the size of the arrow.
tcl	Tick size.
xylab	Whether x and y should be shown next to the labels.
ticks	How frequently tick marks should be shown on the axes. If a vector of length 2, the first argument will correspond to the x-axis and the second to the y-axis.
ticklabs	How frequently tick labels should be shown on the axes. If a vector of length 2, the first argument will correspond to the x-axis and the second to the y-axis.
xpos	The position of the labels on the x-axis. See the pos argument in the text function for additional details.
ypos	The position of the labels on the y-axis. See the pos argument in the text function for additional details.
cex.coord	Inflation factor for font size of the coordinates, where any value larger than zero is acceptable and 1 corresponds to the default.
cex.xylab	Inflation factor for font size of the x and y labels, where any value larger than zero is acceptable and 1 corresponds to the default.
add	Indicate whether a new plot should be created (FALSE, the default) or if the Cartesian Coordinate Plane should be added to the existing plot.

Author(s)

David Diez

See Also

lsegments, dlsegments, ArrowLines

Examples

CCP()

CCP(xylab = TRUE, ylim = c(-3.5, 2), xpos = 3, cex.coord = 1)

CCP(xlim = c(-8, 8), ylim = c(-10, 6), ticklabs = c(2, 2), cex.xylab = 0.8)

OpenIntroStat/openintro documentation built on June 4, 2024, 4:19 a.m.