Question: HELP CHANGING THIS CODE FROM TKINTER TO TURTLE PYTHON: Once done, rewrite the programs for filled Sierpinski triangles . from tkinter import * class SierpinskiTriangle:

HELP CHANGING THIS CODE FROM TKINTER TO TURTLE PYTHON:

Once done, rewrite the programs for filled Sierpinski triangles.

from tkinter import *

class SierpinskiTriangle: def __init__(self): window = Tk() #create a window window.title('Sierpinski Triangle') # Set a title

self.width = 200 self.height = 200 self.canvas = Canvas(window, width = self.width, height = self.height) self.canvas.pack()

frame1 = Frame(window) #Create and add a frame to window frame1.pack()

Label(frame1, text = 'Enter an order: ').pack(side = LEFT) self.order = StringVar() entry = Entry(frame1, textvariable = self.order, justify = RIGHT).pack(side = LEFT) Button(frame1, text = 'Display Sierpinski Triangle', command = self.display).pack(side = LEFT)

window.mainloop() #create an event loop

def display(self): self.canvas.delete('line') p1 = [self.width / 2, 10] p2 = [10, self.height -10] p3 = [self.width - 10, self.height - 10] self.displayTriangles(int(self.order.get()), p1, p2, p3)

def displayTriangles(self, order, p1, p2, p3): if order == 0: #Base condition #Draw a triangle to connect three points self.drawLine(p1, p2) self.drawLine(p2, p3) self.drawLine(p3, p1) else: #Get the midpoint of each triangle's edge p12 = self.midpoint(p1, p2) p23 = self.midpoint(p2, p3) p31 = self.midpoint(p3, p1)

#Recursively display three triangles self.displayTriangles(order - 1, p1, p12, p31) self.displayTriangles(order - 1, p12, p2, p23) self.displayTriangles(order - 1, p31, p23, p3)

def drawLine(self, p1, p2): self.canvas.create_line( p1[0], p1[1], p2[0], p2[1], tags = 'line')

#Return the midpoint between two points def midpoint (self, p1, p2): p = 2 * [0] p[0] = (p1[0] + p2[0]) / 2 p[1] = (p1[1] + p2[1]) / 2 return p

SierpinskiTriangle() # create GUI

OUTPUT

HELP CHANGING THIS CODE FROM TKINTER TO TURTLE PYTHON: Once done, rewrite

Sierpinski Triangle ATA Enter an order: Display Sierpinski Triangle Sierpinski Triangle ATA Enter an order: Display Sierpinski Triangle

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