Python Math: Create a Pythagorean theorem calculator
Python Math: Exercise-68 with Solution
Write a Python program to create a Pythagorean theorem calculator.
Note : In mathematics, the Pythagorean theorem, also known as Pythagoras' theorem, is a fundamental relation in Euclidean geometry among the three sides of a right triangle. It states that the square of the hypotenuse (the side opposite the right angle) is equal to the sum of the squares of the other two sides.
Sample Solution:-
Python Code:
from math import sqrt
print('Pythagorean theorem calculator! Calculate your triangle sides.')
print('Assume the sides are a, b, c and c is the hypotenuse (the side opposite the right angle')
formula = input('Which side (a, b, c) do you wish to calculate? side> ')
if formula == 'c':
side_a = int(input('Input the length of side a: '))
side_b = int(input('Input the length of side b: '))
side_c = sqrt(side_a * side_a + side_b * side_b)
print('The length of side c is: ' )
print(side_c)
elif formula == 'a':
side_b = int(input('Input the length of side b: '))
side_c = int(input('Input the length of side c: '))
side_a = sqrt((side_c * side_c) - (side_b * side_b))
print('The length of side a is' )
print(side_a)
elif formula == 'b':
side_a = int(input('Input the length of side a: '))
side_b = int(input('Input the length of side c: '))
side_c = sqrt(side_c * side_c - side_a * side_a)
print('The length of side b is')
print(side_c)
else:
print('Please select a side between a, b, c')
Sample Output:
Pythagorean theorem calculator! Calculate your triangle sides. Assume the sides are a, b, c and c is the hypotenuse (the side opposite the right angle Which side (a, b, c) do you wish to calculate? side>a Input the length of side b:10 Input the length of side c:15 The length of side a is 11.180339887498949
Flowchart:

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Python: Tips of the Day
Clamps num within the inclusive range specified by the boundary values x and y:
Example:
def tips_clamp_num(num,x,y): return max(min(num, max(x, y)), min(x, y)) print(tips_clamp_num(2, 4, 6)) print(tips_clamp_num(1, -1, -6))
Output:
4 -1
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