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kumpel [21]
3 years ago
6

Int i = 1, mult3 = 3;

Computers and Technology
1 answer:
il63 [147K]3 years ago
7 0

Answer:

3 6 18

Explanation:

<u>Code segment</u><u>:</u>

int i = 1, mult3 = 3;

while (mult3 < 20) {

// We assume the body of the while loop to be enclosed in {}

// Otherwise the code will print 3 in an infinite loop

System.out.print(mult3 + " ");

i++;

mult3 *= i;

}

Let us iterate through the while loop:

i=1 , mult3 = 3

i=2 , mult3 = 6

i=3 , mult3 = 18

i=4, mult3 = 72 ( The while loop terminates)

So the code will print out the following result:

3 6 18

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Smart machines I'm pretty sure
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3 years ago
How will advertising and communications change as technology improves?????? HELP PLEASE :0 !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
drek231 [11]

Technology changes advertising and communications by increasing the outreach of people that will get the message, and increasing the speed at which they get the message. Which in turn makes the advertising more relevent because they can release more product to a wider audience during a specific time period.


6 0
3 years ago
Assume that cell F5 to F10 In a spreadsheet contains numeric value of salary earned by some workers and cell F12 contains the va
snow_tiger [21]

Answer:

=F5*$F$12+F5

Explanation:

If we want to increment the salaries in the cell F5, we must multiply the cell F5 by cell F12, and then we must sum that result.

If we want to drag the formula from the cell F5 to F10, we must use the dollar symbol $ to apply the same percent in our formula.

For example:

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F5 = 10,000

=F5*$F$12+F5

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5 0
3 years ago
A power ratio of 9000000:1 corresponds to ... dB?
sertanlavr [38]

Answer:

69.54

Explanation:

A power ratio of 9000000:1 corresponds to 69.54 dB.

The calculation is presented below:

Formula for calculating Power ratio (db) = 10 * log [P(out)/P(in)]

Since the given ratio is 9000000:1, substituting in the formula gives us 10 * log (9000000/1)

Note that log 9000000 = 6.954

Therefore, 10 * log (9000000/1) = 69.54

Hence the required power ratio in db is 69.54 db.

4 0
3 years ago
Write a function wordcount() that takes the name of a text file as input and prints the number of occurrences of every word in t
artcher [175]

Answer:

Explanation:

The following Python program uses a combination of dictionary, list, regex, and loops to accomplish what was requested. The function takes a file name as input, reads the file, and saves the individual words in a list. Then it loops through the list, adding each word into a dictionary with the number of times it appears. If the word is already in the dictionary it adds 1 to its count value. The program was tested with a file named great_expectations.txt and the output can be seen below.

import re

def wordCount(fileName):

   file = open(fileName, 'r')

   wordList = file.read().lower()

   wordList = re.split('\s', wordList)

   wordDict = {}

   for word in wordList:

       if word in wordDict:

           wordDict[word] = wordDict.get(word) + 1

       else:

           wordDict[word] = 1

   print(wordDict)

wordCount('great_expectations.txt')

4 0
3 years ago
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