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numpy math

Jerome Scott answered on September 4, 2022 Popularity 10/10 Helpfulness 3/10

answer numpy math

numpy math

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import numpy as np


speed = [10, 20, 30, 40]

# mean of an array - sum(speed) / len(speed)
x = np.mean(speed)
print(x)
# output 25.0

# return the median number - If there are two numbers in the middle, divide the sum of those numbers by two.
x = np.median(speed)
print(x)
# output 25.0

# return standard deviation - the lower the number return the closer the data is related
x = np.std(speed)
print(x)
# output 11.180339887498949

# return Variance of array - show how spread out the data is. The smaller the number the closer the data is related
x = np.var(speed)
print(x)
# output 125.0

# returns percentile of an array.
x = np.percentile(speed, 20)
print(f"20 percent of speed is {x} or lower")
# output 20 percent of speed is 16.0 or lower

x = np.percentile(speed, 90)
print(f"90 percent of speed is {x} or lower")
# output 90 percent of speed is 37.0 or lower

# We specify that the mean value is 5.0, and the standard deviation is .2.
# the lower the scale the closer the random numbers are to the loc number
# returns size of 100 floats in array
# normal distribution
x = np.random.normal(loc=5.0, scale=.2, size=100)
print(x)

# create array
arr = np.array([10, 20, 20, 30, 30, 20])
print("Original array:")
print(arr)

print("Mode: Most frequent value in the above array:")
print(np.bincount(arr).argmax())
# output
# Most frequent value in the above array:
# 20
# returns the least common multiple
x = np.lcm(3, 4)
print(x)
# output 12


# returns the lowest common multiple of items in array
arr = np.array([3, 6, 9])
x = np.lcm.reduce(arr)
print(x)
# 18

# returns the greatest common multiple of 2 numbers
x = np.gcd(3, 4)
print(x)
# output 1

# return the highest common multiple of items in array
arr = np.array([20, 8, 32, 36, 16])
x = np.gcd.reduce(arr)
print(x)
# output 4

Popularity 10/10 Helpfulness 3/10 Language python

Source: codefreelance.net

Tags: math mean median numpy percentile product python standard-deviation sum variance

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Contributed on Sep 04 2022

Jerome Scott

0 Answers Avg Quality 2/10

numpy math

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