Specifications and Cloud Service Providers will be given. (a) You have to find the best provider (b) Determine the cost using THREE BIG cloud providers in the world (c) In case of any failure how you handle.

Answers

Answer 1

Your team has a unified view of every customer, from their initial click to their final call, thanks to Service Cloud. By viewing all customer information and interactions on one screen, handling time can be decreased.

Who are the top three providers of cloud services?

The three cloud service providers with the greatest market shares—Web Services (AWS), Azure, and Cloud Platform (GCP)—acquire approximately 65% of the money spent on cloud infrastructure services.

Which services do cloud service providers offer in total?

Cloud computing refers to the delivery of services including networking, storage, servers, and databases over the internet. It is a novel approach to resource provisioning, application staging, and platform-agnostic user access to services.

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Related Questions

he assessment you are doing lives in the cloud. The program that grades it and saves your score lives in the cloud. Who might need to apply
atches to this software? Select three options.
The school is responsible for updating computers in its computer lab if you work at school.
It depends on the operating system you are using. Some operating systems do not do updates.

Answers

Updates known as patches are made available by both hardware producers and software developers (of both operating systems and applications).

What do patches mean?

Operating system (OS) and software patches are updates that address security holes in a program or product. Updates may be released by software developers to fix performance problems and include better security features.

Why are software patches and updates necessary?

Updates can improve application functionality and compatibility while mitigating security holes. The continued operation of computers, mobile devices, and tablets depends on software upgrades. They might also lessen security flaws. Data breaches, hacking, and identity theft have all lately hit the news.

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Code to be written in python:
Correct answer will get brainliest! :)

For any positive integer S, if we sum up the squares of the digits of S, we get another integer S1. If we repeat the process, we get another integer S2. We can repeat this process as many times as we want, but it has been proven that the integers generated in this way always eventually reach one of the 10 numbers 0, 1, 4, 16, 20, 37, 42, 58, 89, or 145. Particularly, a positive integer S is said to be happy if one of the integers generated this way is 1. For example, starting with 7 gives the sequence {7, 49, 97, 130, 10, 1}, so 7 is a happy number.

Your task is to write a function compute_happy_numbers(range1, range2) , where range1 and range2 are each tuples of the form (lower_bound, upper_bound), and returns a tuple containing: (1) the number of happy numbers in range1, (2) the number of happy numbers in range2, (3) the number of the range (1 or 2) containing more happy numbers, or None if both ranges have the same number of happy numbers.

def compute_happy_numbers(range1, range2):
"""Your code here"""

Test Cases:
compute_happy_numbers((1,1), (1,1)) (1, 1, None)
compute_happy_numbers((1, 10), (11, 100)) (3, 17, 2)

Answers

Here is an implementation of the compute_happy_numbers function in Python: (see image)
This function first defines a helper function is_happy that takes in a number n and returns True if n is a happy number and False otherwise. It does this by repeatedly summing the squares of the digits of n until it reaches 1 or a number that has been seen before (in which case n is not a happy number).

The compute_happy_numbers function then defines another helper function count_happy_numbers that takes in a range r and returns the number of happy numbers in that range. It does this by using the is_happy function to check each number in the range.

Finally, the compute_happy_numbers function calls count_happy_numbers on both range1 and range2 and compares the number of happy numbers in each range. It returns a tuple containing the number of happy numbers in each range, as well as the range number (1 or 2) that contains more happy numbers, or None if both ranges have the same number of happy numbers.

I hope this helps! Let me know if you have any questions.

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