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Plotting Several graphs with a single line of code using matplotlib

Overview

In one of my interviews I was asked to show how to plot 2 graphs using one line of code. Unfortunately, I wasn't aware that this possibly so I told the interviewer that I knew how to do it in two lines, the interviewer just smiled. But, honestly who remembers such things, given a documentation I'm sure it would have been easy to figure it out, sadly todays interviewing strategies don't really reflect real world skills and abilities.

Code Solution

Multiline Solution

For the multiline I am sure everyone has seen and to me is the cleanest solution of all.

import numpy as np
import matplotlib.pyplot as plt
# mean = 25
# std = 10
input_vals =  np.random.normal(loc=25,scale=10, size=1000)
mean = input_vals.mean()
std = input_vals.std()
transformed_vals = input_vals-mean
transformed_vals = transformed_vals/std
new_mean = 50
new_std = 20
new_input_vals = transformed_vals * new_std
new_input_vals = new_input_vals + new_mean
new_input_vals
array([ 4.97262510e+01,  6.41950072e+01,  3.31727074e+01,  5.56440683e+01,
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        5.80107954e+01,  5.58820102e+01,  3.06086354e+01,  6.17342669e+01,
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        5.72713761e+01,  5.07381142e+01,  2.18652001e+01,  3.33351646e+01,
        2.02119171e+01,  7.34906719e+01,  7.98721720e+01,  7.94965018e+01,
        1.00811358e+02,  3.71707949e+01,  3.35557355e+01,  3.38923918e+01,
        6.85451700e+01,  9.81232875e+01,  4.84287819e+01,  3.99635350e+01,
        6.26134916e+01,  4.12477016e+01,  7.22482149e+01,  3.51448266e+01,
        6.11000646e+01,  4.51660178e+01,  2.39193305e+01,  3.28749845e+01,
        2.12626130e+01,  8.69176784e+01,  4.13164819e+01,  3.16309606e+01,
        8.75437651e+01,  3.26831039e+01,  6.16947213e+01,  6.29633742e+01,
        3.04670647e+01,  3.60134661e+01,  4.32430529e+01,  3.09289105e+01,
        5.93031665e+01,  2.52868794e+01,  2.20828915e+01,  7.68208071e+01,
        9.80676336e+01,  3.83871338e+01,  3.68649160e+01,  1.76748364e+01,
        1.35316383e+01,  5.03074303e+01,  3.39946035e+01,  5.43990016e+01,
        2.09051370e+01,  6.23807961e+01,  3.91031121e+01,  5.57380667e+01,
        4.49007304e+01,  4.28668359e+01,  5.74135957e+01,  7.79245845e+01,
        3.05567507e+01,  5.01540564e+01,  3.92652109e+01,  6.05587289e+01])
new_input_vals.mean()
50.0
new_input_vals.std()
20.0
plt.plot(np.arange(0,1000),input_vals,"r--")
plt.plot(np.arange(0,1000),new_input_vals,"g--")
[<matplotlib.lines.Line2D at 0x7f9e64f3c650>]

png




One line Solution

import numpy as np
import matplotlib.pyplot as plt
# mean = 25
# std = 10
input_vals =  np.random.normal(loc=25,scale=10, size=1000)
mean = input_vals.mean()
std = input_vals.std()
transformed_vals = input_vals-mean
transformed_vals = transformed_vals/std
new_mean = 50
new_std = 20
new_input_vals = transformed_vals * new_std
new_input_vals = new_input_vals + new_mean
new_input_vals
array([ 4.97262510e+01,  6.41950072e+01,  3.31727074e+01,  5.56440683e+01,
        3.37928955e+01,  3.73482005e+01,  3.83536527e+01,  6.66796932e+01,
        7.38599396e+01,  7.17467233e+01,  5.73445908e+01,  5.85044549e+01,
        5.62885711e+01,  4.86385627e+01,  3.17002910e+01,  4.62663769e+01,
        3.79672393e+01,  4.55757139e+01,  7.95473957e+01,  8.47314777e+01,
        7.53494888e+01,  3.67249637e+01,  3.48962467e+01,  3.70960149e+01,
        6.77144113e+01,  3.82444243e+01,  5.79397525e+01,  5.64606623e+01,
        6.55255784e+01,  8.48117096e+01,  3.48664339e+01,  6.81253202e+01,
        1.56436383e+01,  2.19698134e+01,  2.06851578e+01,  4.00919529e+01,
        6.45135436e+01,  4.85857230e+01,  3.73739400e+01,  8.18960471e+01,
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        7.77100538e+01,  2.91855571e+01,  4.39590658e+01,  6.59981463e+01,
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        5.97178956e+01,  6.02090846e+01,  3.97506829e+01,  7.82891107e+01,
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        3.53738859e+01,  8.01984118e+01,  7.64656001e+01,  5.45685869e+01,
        5.13807080e+01,  8.29278438e+01,  5.83801566e+01,  5.74714255e+01,
        5.72713761e+01,  5.07381142e+01,  2.18652001e+01,  3.33351646e+01,
        2.02119171e+01,  7.34906719e+01,  7.98721720e+01,  7.94965018e+01,
        1.00811358e+02,  3.71707949e+01,  3.35557355e+01,  3.38923918e+01,
        6.85451700e+01,  9.81232875e+01,  4.84287819e+01,  3.99635350e+01,
        6.26134916e+01,  4.12477016e+01,  7.22482149e+01,  3.51448266e+01,
        6.11000646e+01,  4.51660178e+01,  2.39193305e+01,  3.28749845e+01,
        2.12626130e+01,  8.69176784e+01,  4.13164819e+01,  3.16309606e+01,
        8.75437651e+01,  3.26831039e+01,  6.16947213e+01,  6.29633742e+01,
        3.04670647e+01,  3.60134661e+01,  4.32430529e+01,  3.09289105e+01,
        5.93031665e+01,  2.52868794e+01,  2.20828915e+01,  7.68208071e+01,
        9.80676336e+01,  3.83871338e+01,  3.68649160e+01,  1.76748364e+01,
        1.35316383e+01,  5.03074303e+01,  3.39946035e+01,  5.43990016e+01,
        2.09051370e+01,  6.23807961e+01,  3.91031121e+01,  5.57380667e+01,
        4.49007304e+01,  4.28668359e+01,  5.74135957e+01,  7.79245845e+01,
        3.05567507e+01,  5.01540564e+01,  3.92652109e+01,  6.05587289e+01])
new_input_vals.mean()
50.0
new_input_vals.std()
20.0
plt.plot(np.arange(0,1000),input_vals,"r--",np.arange(0,1000),new_input_vals,"g--")
[<matplotlib.lines.Line2D at 0x7f9e64fb5150>,
 <matplotlib.lines.Line2D at 0x7f9e64fb5250>]

png





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