What type of malicious procedure involves using sniffing tools to capture network communications to intercept confidential infor
1 answer:
You might be interested in
Answer:
#section 1
def repeat_words(firstFile, secondFile):
infile_1=open(firstFile,'r')
content1=infile_1.read()
infile_1.close()
#section 2
import string
newContent=""
for char in content1:
newContent+=char.strip(string.punctuation)
newContent=newContent.lower()
newContent=newContent.split()
#section 3
repeated_list=[]
for word in newContent:
if newContent.count(word)>1:
repeated_list.append(word)
#section 4
new_repeat_list=[]
for item in repeated_list:
while item not in new_repeat_list:
new_repeat_list.append(item)
#section 5
outfile=open(secondFile,'w')
for repeat in new_repeat_list:
outfile.write(repeat)
outfile.write('\n')
outfile.close()
infile_2=open(secondFile,'r')
content2=secondFile.read()
infile_2.close()
return content2
# section 6
in_file = 'aa.txt'
out_file = 'cpu.txt'
print(repeat_words(in_file, out_file))
Explanation:
#section 1
it defines a function that takes two arguments. It opens the first argument in the read mode and stores all it's content in a string variable "content1". finally the file is closed.
#section 2
In this section the string module is imported which allows for easy manipulation of string variables.
A new string variable is created that would store the already stripped file.
<em>strip(string.punctuation) </em>strips every character of any leading or trialing punctuation.
<em>lower() </em>converts string to lover case.
<em>split() </em>converts a string to an array of sub-string, i.e an array of words.
#section 3
This section collects all the words in the array and places them in a list.
#section 4
Utilizes a For and a While loop to ensure that no word repeats and stores it in a new list.
#section 5
Opens a new file and writes all the content into that new file and then closes the file.
re-opens the file, reads and returns the content of the file.
# section 6
This is added in order to test the function and print the result
I used your question to test the function and attached the result.
cheers!
The rule for object moving at constant (average) velocity is
where is the space,
is the velocity and
is time. We deduce that
So, to travel 450km at a rate of 130km/h, it will take
So, starting 1PM, after about 3.5 hours it wil be 4.30PM