Question

I need help with this code, I have it started here

import sys

import turtle
menu = "Press 1 for Flower"
UserChoice = input(menu)

#function to draw squares
def draw_square(square):
for i in range(0,2):
square.forward(100)
square.right(70)
square.forward(100)
square.right(110)

#function to draw flower
def draw_flower(petalNumber):
window = turtle.Screen()
window.bgcolor("yellow")

pen = turtle.Turtle()
pen.shape("triangle")
pen.color("red")
  
for number in range(0,petalNumber):
draw_square(pen)
pen.right(360/petalNumber)

for i in range(0,4):
pen.circle(20)
pen.right(90)
  
pen.right(90)
pen.forward(300)
pen.right(90)
draw_square(pen)
pen.left(180)
draw_square(pen)
pen.left(270)
pen.forward(200)

window.exitonclick()

#function for original art
def originalArt():  
print("This function will draw the original art")
  

#function for colorful art
def colorfulArt():
print("This function will draw the colorful art")
  

#if statement check the user choice
if(UserChoice == "1"):
numberOfPetals= int(input("How many petals?"))
#the next line calls the draw_flower function
draw_flower(numberOfPetals)
elif(UserChoice == "2"):
originalArt() #this line calls the originalArt function
elif(UserChoice == "3"):
colorfulArt()

The program will ask the user which picture they would like to see: a Flower, an Original Picture, a Color Filled Picture Using the drawSquare function, you can have the turtle draw a square shape 2. 3. a. Write a function drawFlower that takes the number of squares to draw as a parameter (numSquares) and draws a flower by repeating a call to the drawSquare function numSquares times. You will need to figure out how far to turn the turtle based on numSquares 4. Write a function drawMyPic to have the turtle draw a simple line drawing of anything you want. 5. There are two built-in functions that the turtle understands: begin f ill O and end fill. When begin_fill is called, the turtle keeps track of its starting point, and all the lines it has drawn until end f ill is called. When endfill is called, the turtle fills in the space enclosed by the lines that the turtle has drawn. Use these new functions to dravw a more interesting picture Write a function drawColorPic to have the turtle draw a line drawing of anything you want that includes at least three color filled areas a.

Answer 1

Following is the complete functionality in the python implementation. Attaching snapshots for the code.

mport sys import turtle #function to draw squares def draw_square(square): for i in range (0,2): square.forward (100) square.right(70) square.forward (100) square.right(110) def draw_flower (petalNumber): windowturtle.Screen () window.bgcolor ("yellow") penturtle.Turtle( pen.shape("triangle") pen.color("red") for number in range (e,petaLNumber): draw_square (pen) pen.right (360.0/petalNumber) window.exitonclick) def originalArt (n): windowturtle.Screen () window.bgcolor ("yellow") star spiral turtle.Turtle () star_spiral.shape ("triangle") star_spiral.color("red") ount in range (20+n) star_spiral.forward (count 10) star_spiral.right (144) window.exitonclick()

def colorfulArt (numberOfPetals): colors red", "blue", "green", "orange", "pink","black" windowturtle.Screen () window.bgcolor ("yellow") penturtle.Turtle( pen.shape("triangle") pen.color("red") for petalNumber in range (numberOf Petals): pen.begin_fill() pen.color("red",colors[petalNumber 6]) draw_square (pen) pen.end fill() pen.right (360.0/numberOf Petals) window.exitonclick) print(" Choose from the following:") print("1. Flowers" print("2. originalArt.") print("3. colorfulArt.") UserChoice-input() #if statement check the user choice if (UserChoice1) number0fPetalsint(input("How many petals?")) #the next line calls the draw flowe r function draw flower (number0fPetals) elif (UserChoice2): number0fStars-int(input ("How many Times you want stars over.?")) originalArt (numbe rOfStars) #this line calls the originalArt function elif (UserChoice3): number0fPetalsint(input( "How many petals.?")) colorfulArt (number0fPetals)

I have tried to keep the code as simple as possible. Hope that helps. Thanks!.