# Reference to 369 Thomas Calculus Early Transcendentals 13th
#### Angles --------------------------------------------------------####
#' The length of an arc
#'
#' @param radius The radius of a circle
#' @param theta the angle which the arc subtends at the centre of the circle, in radians
#' @export
arc_length <- function(radius, theta) {
arc <- radius * theta
arc
}
#' Convert radian to degree
#'
#' @param theta angle in radians
#'
#' @details 1 radian = 180/pi (about 57.3) degrees
#' @export
to_degree <- function(theta) {
radian_1_in_degree <- 180 / pi
radian_1_in_degree * theta
}
#' Convert degree to radian
#'
#' @param theta angle in degrees
#' @details 1 degree = pi / 180 (about 0.017) radians
#' @export
to_radian <- function(theta) {
degree_1_in_theta <- pi / 180
degree_1_in_theta * theta
}
#### The Six Basic Trigonometric Functions ------------------------####
#' sine
#'
#' @param y y coordinate in a circle or opposite of an acute angle in terms of a right triangle
#' @param r radius or hypotenuse of an acute angle in terms of a right triangle
#' @export
sine <- function(y, r) {
y / r
}
#' cosecant
#'
#' @inherit sine
#' @export
cosecant <- function(r, y) {
r / y
}
#' cosine
#'
#' @param x x coordinate in a circle or adjacent of an acute angle in terms of a right triangle
#' @inheritParams sine
#' @export
cosine <- function(x, r) {
x / r
}
#' secant
#'
#' @inherit cosine
#' @export
secant <- function(r, x) {
r / x
}
#' tangent
#'
#' @inherit sine
#' @inherit cosine
#' @export
tangent <- function(y, x) {
y / x
}
#' cotangent
#'
#' @inherit tangent
#' @export
cotangent <- function(x, y) {
x / y
}
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