How To Draw A Circle Python Turtle

How to draw circumvolve in Python Turtle

To draw a circle, nosotros will use circumvolve() method which takes radius as an argument.

#Plan to draw circle in Python Turtle import turtle   t = turtle.Turtle() t.circle(l)

Output of the above programme

Circle in Python Turtle

Explanation of the above lawmaking

import turtle t = turtle.Turtle()

You must import turtle module in order to use it. And then, we have created a new drawing lath and assigned information technology to an object t.

t.circle(50)

It volition depict a circle of radius 50units.

Draw Tangent Circles in Python Turtle

More than one circle having one point of intersection is called tangent circles.

#Programme to describe tangent circles in Python Turtle import turtle   t = turtle.Turtle() for i in range(x):   t.circle(10*i)

Output of the to a higher place plan-

Tangent Circles in Python Turtle

Caption of the above lawmaking

for i in range(10):   t.circle(10*i)

After drawing a circle, turtle reaches the aforementioned point from where it has started drawing a circle. So, simply past varying the radius we can obtain tangent circles. This matter is repeated 10 times to obtain tangent circles.

Draw Spiral Circles in Python Turtle

Circles with varying radius are chosen spiral.

#Programme to draw screw circles in Python Turtle import turtle   t = turtle.Turtle() for i in range(100):   t.circumvolve(x+i, 45)

Output of the in a higher place programme-

Spiral Circles in Python Turtle

Explanation of the above code

for i in range(100):   t.circle(x+i, 45)

The second argument of circle() method helps in drawing an arc. It controls the measure of the primal angle. Here we accept passed 45 as a fundamental angle. This affair is repeated 100 times to obtain concentric circles.

Draw Concentric Circles in Python Turtle

Circles with different radii having a common center are called concurrent circles.

#Program to draw concentric circles in Python Turtle import turtle   t = turtle.Turtle() for i in range(fifty):   t.circumvolve(10*i)   t.upwards()   t.sety((10*i)*(-i))   t.downwardly()

Output of the above program-

Concentric Circles in Python Turtle

Explanation of the to a higher place lawmaking

for i in range(100):   t.circle(10*i)   t.up()   t.sety((10*i)*(-1))   t.down()

Later drawing a circle, nosotros have picked up the turtle'due south pen and set up the y coordinate of turtle's pen to -1 times x*i. Later which we have put the pen back on the canvas. This thing is repeated fifty times to obtain concentric circles.