The possible solutions to recommend are that Vertical scaling, Horizontal scaling, Cloud bursting
The cloud computing business model is based on a utilitarian business model, which charges you solely for the resources you use. With this strategy, you may scale your cloud fleet to suit its present workload and add and subtract capacity as needed. Variability may be used to scale cloud services in a variety of ways, including vertical and horizontal scaling and bursting. Horizontal scaling in cloud computing refers to adding more instances rather than switching to a bigger instance size. Vertical scaling involves the addition of more or faster CPUs, memory, or I/O resources to an existing server or the replacement of one server by a more physical server.
Learn more about the utility business model here: brainly.com/question/28668154brainly.com/question/29349562
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Answer:
A
Explanation:
Option A is not true because a Boolean variable type can hold one of two values only that is (true/True or false/False).
All the other options given in the question are correct because
- A variable declaration refers to specifying its type and name
- If string variables are assigned a numeric values which is legal provided the values are enclosed in quaotes( " "), trying to carryout a mathematical operation like addition will result in string concatenation.
- The Variable name I_Love_to_eat_pizza is legal because it contains no special characters, doesn't start with a number and its not a reserved word in any language
Answer:
n2.
Explanation:
The function with the time complexity of n2 is the fastest growing function is in terms of square.As n increases the time complexity will grow very rapidly.
n=1 n2=1
n=2 n2=4
n=3 n2=9
n=4 n2=16
n=5 n2=25.
The slowest growing function among them is log n then n and then n log n.
n log n is better than n2.
Answer:
Please check the explanation.
Explanation:
Let x=dependents * ((yearsOnJob - 1) * 4) - 6
where dependents=3
Lets supppose year on job 3
then
x=( 3*((3-1)*4)-6
x= 3*8 -6
= 24-6
=18
And similarly, we can calculate the value of arithmetic expression all the time.
