The answer is 2-to-the-power-of-n, since for every input, the number of different combinations doubles. From your list I think answer A is meant to indicate 2ⁿ.
Answer:
Succeed and show traction within 6-10 months.
Explanation:
Ai (Artificial Inteliigence), also known as machine intelligence, is a branch of computer science that is specialized in making smart machines that are capable of doing human tasks
AI Transformation Playbook is a guide to use AI in enterprises successfully, written by Co-founder of Google Brain, Andrew Ng. In his guide, he unveiled the steps that can be followed to successfully installing AI in enterprises, companies, etc.
The most important trait of the first pilot projects is that it succeeds and begins to show traction within 6-10 months.
In his guide, he summarised five steps to install AI in enterprises. The first step is to 'Execute pilot projects to gain momentum.'
The most important trait of beginning with AI projects is that it succeeds first before being most valuable projects. The success is important as it will help to achieve familiarity and will help other people of the company to invest in this project more.
This success begins to show tractions within 6-12 months of its success.
This is in fact false to my knowledge
Answer:
The answer is "Option A".
Explanation:
Add extra functionality, otherwise, it increases the R-square value, which is defined in the following points:
- To incorporate essential elements, R-square is explicitly promoted.
- It Increases the R-square value, which is an additional feature.
- It removes the features, which provide the value of the reduce R-square.
- After incorporating the additional features is used as the model, which is R-square, which is never reduced.
Answer:
public static void init(int[] arr, int n) {
if (n==0)
arr[0] = 0;
else {
arr[n-1] = n - 1;
init(arr, n-1);
}
}
Explanation:
Create a method called init that takes two parameters, an array and the number of elements in the array
When n reaches 0, set the first element to 0 (This is a base for our recursive method)
Otherwise, set the element in index i to i
Call the init inside the init, this is the recursion part, with same array but decrease the number of elements by 1 (We decrease the number of element by 1 in each time so that it goes through all the elements in the array)
