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#' Creates a matrix to represent a regular polygon
#'
#' \code{CreateRegularPolygon} creates a matrix to represent the polygon that connects several points
#' @param n Number of sides for the polygon
#' @param C Vector containing the xy-coordinates for the center of the regular polygon
#' @param l Length of the sides for the polygon
#' @return Returns a matrix which contains the points of a regular polygon given its number of points and the length of its sides. Each row represents one of the points
#' @examples
#' x_min <- -5
#' x_max <- 5
#' y_min <- -5
#' y_max <- 5
#' CoordinatePlane(x_min, x_max, y_min, y_max)
#' n <- 5
#' C <- c(0,0)
#' l <- 1
#' Penta <- CreateRegularPolygon(n, C, l)
#' Draw(Penta, "blue", label = TRUE)
#' @export
CreateRegularPolygon <- function(n, C, l){
angle=(2*pi)/n
Poly=c()
for (i in c(1:n)){
Poly=rbind(Poly,c(C[1]+l*sin(i*angle),C[2]+l*cos(i*angle)))
}
colnames(Poly)=c("X","Y")
class(Poly) <- append(class(Poly),"Polygon")
if (n==4){
Poly=Rotate(Poly,CenterPolygon(Poly),45)
}
return(Poly)
}
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