c) Use a combination of the turtle.penup(), turtle.goto(,), and turtle.pendown() commands to eliminate the line drawn from the origin to the first ellipse and to eliminate the line drawn from the first ellipse to the second ellipse. Take a screenshot of your code and output. 5:33 trinket.io main.py 1 import turtle < > 2 import math 3 4 a=150 5 b=90 6 7 Draft saved + 10 11 12 13 8 for i in range(360): 9 t-i (math.pi/180) x=a*math.cos(t) y=b*math.sin(t) turtle.goto(x,y) 14 a=80 15 b=100 PENZION22222 16 17 18 19 20 21 for i in range(360): ti (math.pi/180) x=a*math.cos(t) y=b*math.sin(t) turtle.goto(x,y) G W e CD σ a 10 B S 123 A V Done r t yui ° р d f X C g hjk k > bn m ☐ ☑ N space return OH
c) Use a combination of the turtle.penup(), turtle.goto(,), and turtle.pendown() commands to eliminate the line drawn from the origin to the first ellipse and to eliminate the line drawn from the first ellipse to the second ellipse. Take a screenshot of your code and output. 5:33 trinket.io main.py 1 import turtle < > 2 import math 3 4 a=150 5 b=90 6 7 Draft saved + 10 11 12 13 8 for i in range(360): 9 t-i (math.pi/180) x=a*math.cos(t) y=b*math.sin(t) turtle.goto(x,y) 14 a=80 15 b=100 PENZION22222 16 17 18 19 20 21 for i in range(360): ti (math.pi/180) x=a*math.cos(t) y=b*math.sin(t) turtle.goto(x,y) G W e CD σ a 10 B S 123 A V Done r t yui ° р d f X C g hjk k > bn m ☐ ☑ N space return OH
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Hi I'm using turtle(trinket.io) and I'm having trouble explaining what happens with each Line and part C.

Transcribed Image Text:c) Use a combination of the turtle.penup(), turtle.goto(,), and turtle.pendown() commands to
eliminate the line drawn from the origin to the first ellipse and to eliminate the line drawn from the
first ellipse to the second ellipse. Take a screenshot of your code and output.

Transcribed Image Text:5:33
trinket.io
main.py
1 import turtle
< >
2
import math
3
4 a=150
5
b=90
6
7
Draft saved
+
10
11
12
13
8 for i in range(360):
9 t-i (math.pi/180)
x=a*math.cos(t)
y=b*math.sin(t)
turtle.goto(x,y)
14 a=80
15 b=100
PENZION22222
16
17
18
19
20
21
for i in range(360):
ti (math.pi/180)
x=a*math.cos(t)
y=b*math.sin(t)
turtle.goto(x,y)
G
W
e
CD
σ
a
10
B
S
123
A V Done
r
t
yui
° р
d f
X C
g hjk k
>
bn m
☐
☑
N
space
return
OH
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