Python math.hypot() Function

Mathematics

fractions module

module usage

random module

module usage

random.random()

random.randint()

random.choice()

Choosing random item(s)

random.choices()

random.sample()

random.shuffle()

math module

Introduction

cmath module

math.sin()

math.cos()

math.tan()

math.asin()

math.acos()

math.atan()

math.atan2()

math.sinh()

math.cosh()

math.tanh()

math.asinh()

math.acosh()

math.atanh()

math.exp()

math.pow()

math.sqrt()

math.log()

math.log2()

math.log10()

math.ceil()

math.floor()

math.trunc()

math.modf()

math.fmod()

math.fabs()

math.factorial()

math.gcd()

math.lcm()

math.isqrt()

math.isfinite()

math.isinf()

math.isnan()

math.ldexp()

math.frexp()

math.degrees()

math.radians()

math.copysign()

math.fsum()

math.gamma()

math.hypot()

math.isclose()

math.lgamma()

math.prod()

math.perm()

math.erf()

math.erfc()

math.dist()

math.comb()

math.remainder()

math.pi

math.e

math.inf

math.nan

math.tau

cmath.acosh()

cmath.acos()

cmath.asin()

cmath.asinh()

cmath.atan()

cmath.atanh()

cmath.cos()

cmath.cosh()

cmath.exp()

cmath.isclose()

cmath.isfinite()

cmath.isinf()

cmath.isnan()

cmath.log()

cmath.log10()

cmath.phase()

cmath.polar()

cmath.rect()

cmath.sin()

cmath.sinh()

cmath.sqrt()

cmath.tan()

cmath.tanh()

cmath.e

cmath.inf

cmath.infj

cmath.nan

cmath.nanj

cmath.pi

cmath.tau

The math.hypot() function is used to calculate the Euclidean length of a vector in n-dimensional space. It takes two or more numbers as its arguments and returns the square root of the sum of the squares of each argument. For example: math.hypot(3,4) This would return 5.0, which is the length of the vector (3,4).

math.hypt(*args)

Where, Parameter args represents arbitrary real numbers.

import math

print(math.hypot(4))
print(math.hypot(3, 4))
print(math.hypot(6, 8))
print(math.hypot(3, 4, 5))
print(math.hypot(1.5, 4.5, 9.5, 17.5))
print(math.hypot(10, 20, 30, 40))

The math.hypot() function is useful for a variety of calculations involving vectors, such as computing the angle between two vectors, calculating the length of the cross product of two vectors, or finding the distance between two points.