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Gnesinka [82]
3 years ago
13

Google Ads was designed to help businesses achieve online success. To accomplish this, Google Ads was built on three core princi

ples. What are these principles?
A) Sales, consideration, and integrity
B) Relevance, control, and results
C) Growth, reach, and traffic
D) Influence, awareness, and promotion
Computers and Technology
1 answer:
Nezavi [6.7K]3 years ago
3 0

Answer:

Option B is the correct option.

Explanation:

<u>The following are three core principles of Google ads</u>.

1- Relevance: It lets you link with that of the relevant people, with that of the right information at the appropriate moment. In simple words, It establishes the link with a specific user, with that information which is useful for that person at the correct time.

2- Control: Google Ads provides the user with full control of your own overall budget. In other words, it provides the user a good facility of posting their ads online in that cost which satisfy the user.

3- Results: Pay for those results including visits to your site or requests for your service. Their testing devices make it even easier and seeing how your web, software, and advertisements do.

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When you install the ipam server feature you will be prompted to install which other features? (choose all that apply.)
Nezavi [6.7K]

If you install the IPAM  server feature you will be prompted to install the other features are:

  • Option c. Group Policy Management
  • Option d. Windows Internal Database

<h3> Which server should a person install the IPAM server feature?</h3>

IPAM Server is known to be one that need to be installed on a kind of server known as the domain member computer running Windows Server.

One can also install it its later operating system. The IPAM server is said to be made as a single purpose server and it is one that need not be installed with other form of network infrastructure roles e.g.  DNS.

Hence, If you install the IPAM  server feature you will be prompted to install the other features are:

  • Option c. Group Policy Management
  • Option d. Windows Internal Database

Learn more about server  from

brainly.com/question/15243924

#SPJ1

See full question below

When you install the IPAM Server feature you will be prompted to install which other features? (Choose all that apply.)

a. Control Flow Guard

b. Scale Out File Server

c. Group Policy Management

d. Windows Internal Database

c. Group Policy Management

d. Windows Internal Database

8 0
1 year ago
write a program, using python, to determine the mean, median, and standard deviation of a list of numbers. In addition, count th
Mekhanik [1.2K]

Answer:

The program to this question can be given as:

Program:

import math   #import packages

import sys

number =  [3, 6, 7, 2, 8, 9, 2, 3, 7, 4, 5, 9, 2, 1, 6, 9, 6]  #define list  

n = len(number)   # taking length of list

print("Sample Data: ",number)  #print list

#find Mean

print("Mean is: ")  #message  

add = sum(number)  # addition of numbers.

mean = add / n  #add divide by total list number.

print(str(mean))  #print mean

number.sort()   #short list by using sort function

#find Median

print("Median is: ")

if n % 2 == 0:        #conditional statement.

   median1 = number[n//2]  

   median2 = number[n//2 - 1]  

   median = (median1 + median2)/2

else:  

   median = number[n//2]  

print(str(median)) #print median

#find Standard deviation.

print("Standard Deviation :")

def SD(number):  #define function SD

   if n <= 1:      #check condition

       return 0.0   #return value.

   mean,SD = average(number), 0.0  

   # find Standard deviation(SD).

   for j in number:

       SD =SD+(float(j)-mean)**2

       #calculate Standard deviation holing in variable SD  

       SD =math.sqrt((SD)/float(n-1))#using math sqrt function.

   return SD  #return value.

def average(av):         #define function average

   n,mean =len(av), 0.0  

   if n <= 1:

       return av[0]   #return value.

   # calculate average

   for I in av:

       mean +=float(i)

       mean /= float(n)

   return mean             #return value.

print(SD(number)) #print value

Output:

Sample Data:  [3, 6, 7, 2, 8, 9, 2, 3, 7, 4, 5, 9, 2, 1, 6, 9, 6]

Mean is:  

5.235294117647059

Median is:  

6

Standard Deviation :

2.140859045465338

Explanation:

In the above python program first, we import packages to perform maths and other functions. Then we declare the list that is number in the list the elements are given in the question. Then we declare variable n in this variable we take the number of elements present in the list and print the list first. In the list, we perform three operations that can be given as:

Mean:  

In the mean operation firstly we define the variable add in this variable we add all elements of the list by using the math sum function then we divide the number by number of elements present in the list. and sore the value in the mean variable and print it.

Median:

In the median section firstly we sort the list by using the sort function. Then we use the conditional statements for calculating median. In the if block first we modules the number by 2 if it gives 0. it calculates first and second median the add-in median .else it will print that number.

Standard Deviation:

In the standard deviation part first, we define two functions that is SD() function and average().In the SD() function we pass the list as the parameter. In this function we use the conditional statement in the if block we call the average() function and use for loop for return all values. In the average() function we calculate the average of the all number and return value. At last, we print all values.

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3 years ago
Prime numbers can be generated by an algorithm known as the Sieve of Eratosthenes. The algorithm for this procedure is presented
Sidana [21]

Answer:

const MAXNR=150;

let candidates = {};

for(let i=2; i<=MAXNR; i++) {

   candidates[i] = true;

}

for(let p=2; p <= MAXNR; p++) {

   if (candidates[p]) {

       process.stdout.write(`${p} `);

       // Now flag all multiples of p as false

       i=2;

       while(p*i <= MAXNR) {

           candidates[p*i] = false;

           i++;

       }

   }

}

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3 years ago
Many web pages today use ____ —small text files that are stored on your hard drive by a web server, typically the one associated
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The data of the webpages on the Internet are commonly stored into hard drives from servers around the world. These supercomputers have the capability to store huge chunks of data just to keep the web page from running. The HTTP protocol is the one that allows for these servers to store data.
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3 years ago
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If someone you knew was considering installing Smarthome technology, would you advise that person to install it or not? How woul
jeka94
Is this helpful? I would research extensively

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3 years ago
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