#instead of using the for loop outside we can plot it in the parabol
#funtion itself
import math
import tkinter
def parabola(page,size):
for x in range(-size,size):
y = x * x/size
plot(page,x,y)
#the formula behind this is for circle it is enough to draw one quadrant and
#then negating it the axis will provide the symmetry and make an circle
#ie .. we have y = h + (math.sqrt(radius ** 2 -((x-g)**2)))
#we want y = h - (math.sqrt(radius ** 2 -((x-g)**2)))
#but minus y is actually -y = h - (math.sqrt(radius ** 2 -((x-g)**2)))
#so we add 2 * h back onto -y
def circle(page,radius,g,h):
for x in range(g,g + radius):
y = h + (math.sqrt(radius ** 2 -((x-g)**2)))
plot(page,x,y)
plot(page,x,2* h - y)
plot(page,2 * g - x,y)
plot(page,2 * g - x,2* h - y)
def draw_axes(page):
page.configure(scrollregion=(-200,-200,200,200))
page.create_line(-200,0,200,0, fill="blue")
page.create_line(0,200,0,-200, fill="blue")
def plot(canvas,x,y):
canvas.create_line(x,-y,x+1,-y+1,fill="red")
mainwindow = tkinter.Tk()
mainwindow.title("Parabola")
mainwindow.geometry("640x480")
canvas = tkinter.Canvas(mainwindow,width=640,height= 480)
canvas.grid(row=0,column=0)
print(id(canvas))
draw_axes(canvas)
parabola(canvas,100)
parabola(canvas,150)
circle(canvas,100,100,100)
circle(canvas,100,100,-100)
circle(canvas,100,-100,100)
circle(canvas,100,-100,-100)
circle(canvas,30,30,30)
circle(canvas,30,30,-30)
circle(canvas,30,-30,30)
circle(canvas,30,-30,-30)
# for x in range(-100,100):
# y = parabola(x)
# plot(canvas,x,-y)
mainwindow.mainloop()
Friday, 6 April 2018
Python function -circle challenge 1 - Day 21(after 1 day)
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