Database System Concepts
Database System Concepts
7th Edition
ISBN: 9780078022159
Author: Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher: McGraw-Hill Education
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There's an error to this code when I run it in google collab 

# objectives: 1) demonstrate numerical differentialtion,

# and 2) illustrate results graphically.

import numpy

import math

from numpy import arange, cos

import matplotlib.pyplot

from matplotlib.pyplot import *

# A general function for calculating the slope between two points: x and

# x+delta.

def der(x,delta):

    delta = float(delta)

    if delta < (0.0000001):

        print ('Value chosen for delta is too small.')

        return 1/delta

    else:

        slope = (f(x + delta) - f(x))/delta

        return slope

# Define the function y=100e^(-0.0482t)

def f(x):

    f = (100.0**(-0.0482*x))

return (f)

point = 2.0 #This is a point at which a derivative will be calculated.

# The following statements initialize variables for computation.

number = 510

increment =10

y = []

x = []

figure()

f=[3,-4,-12,0,2]

print ('\nFunction')

print (f)

print ('\nFirst Derivative')

g= f.deriv(m=1) # First derivative with m=1.

print (g)

print ('\nSecond Derivative')

q= f.deriv(m=2) # Second derivative with m=2.

print (q)


x=linspace(-2,3,101)

y=p(x)

yg=g(x) # These statements define points for plotting.

yq=q(x)

y0=0*x # This statement defines the y axis for plotting.

plot (x,y,label ='y=f(x)')

plot (x,yg,label ='First Derivative')

plot (x,yq,label ='Second Derivative')

legend(loc='best')

plot (x,y0)

xlabel('x-axis')

ylabel('y-axis')

title ('Plot Showing Function, First and Second Derivatives')

show()
title ('Plot Showing Function, First and second Derivatives'
show()
File "kipython-input-8-4f8c3bed2442>", line 41
return (f)
SyntaxError: 'return' outside function
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Transcribed Image Text:title ('Plot Showing Function, First and second Derivatives' show() File "kipython-input-8-4f8c3bed2442>", line 41 return (f) SyntaxError: 'return' outside function SEARCH STACK OVERFLOW
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