Please use python and show the codes you used. The second picture was a similar example in class and the codes we used : Find two non-zero roots of the equationExplain how many decimal places you believe you have correct, andhow many steps of the bisection method it took. Try to get as manycorrect digits as you can. Also include timing results for your calcula-tions.5xe-x²1--=0 import timetol-math.pow(10,-9)456 a=07 b-math.pi/28 error=((b-a)/2)9 tick=time.time()1011 tock-time.time()12131415161718192021222324fa-(math.sin(a)-(a**2)+(1/2))fb=(math.sin(b)-(b**2)+(1/2))c=math.nanif fa*fb<0:while error>tol:c=(a+b)/2fc-(math.sin(c)-(c**2)+(1/2)if fa*fc<0:b=cfb-fcelif fb*fc<8:25262728293031323334 print()PROBLEMS 2 OUTPUT DEBUG CONSOLE TERMINAL JUPYTERa=cfa=fcerror (b-a)/2print()print (c)print (error)printprint (tock-tick).(math.sin(c)-(c**2)+1/2)1.1960820337319517.314590044771307e-10-8.810062679387443e-109.5367431640625e-07

Import the required libraries. Define f() function to return the expression. Perform the…

Explain how many decimal places you believe you have correct, and how many steps of the bisection method it took. Try to get as many correct digits as you can. Also include timing results for your calcula- tions. 5æe-2² 117 <=0

Explain how many decimal places you believe you have correct, and how many steps of the bisection method it took. Try to get as many correct digits as you can. Also include timing results for your calcula- tions. 5æe-2² 117 <=0

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

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Please use python and show the codes you used. The second picture was a similar example in class and the codes we used

: Find two non-zero roots of the equation
Explain how many decimal places you believe you have correct, and
how many steps of the bisection method it took. Try to get as many
correct digits as you can. Also include timing results for your calcula-
tions.
5xe-x²
1
--=0

import time
tol-math.pow(10,-9)
4
5
6 a=0
7 b-math.pi/2
8 error=((b-a)/2)
9 tick=time.time()
10
11 tock-time.time()
12
13
14
15
16
17
18
19
20
21
22
23
24
fa-(math.sin(a)-(a**2)+(1/2))
fb=(math.sin(b)-(b**2)+(1/2))
c=math.nan
if fa*fb<0:
while error>tol:
c=(a+b)/2
fc-(math.sin(c)-(c**2)+(1/2)
if fa*fc<0:
b=c
fb-fc
elif fb*fc<8:
25
26
27
28
29
30
31
32
33
34 print()
PROBLEMS 2 OUTPUT DEBUG CONSOLE TERMINAL JUPYTER
a=c
fa=fc
error (b-a)/2
print()
print (c)
print (error)
print
print (tock-tick).
(math.sin(c)-(c**2)+1/2)
1.196082033731951
7.314590044771307e-10
-8.810062679387443e-10
9.5367431640625e-07

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