Answer:
D. Expert systems
Explanation:
Artificial intelligence (AI) also known as machine learning can be defined as a branch of computer science which typically involves the process of using algorithms to build a smart computer-controlled robot or machine that is capable of performing tasks that are exclusively designed to be performed by humans or with human intelligence.
Artificial intelligence (AI) provides smarter results and performs related tasks excellently when compared with applications that are built using conventional programming.
Generally, there are two (2) main characteristics of artificial intelligence (AI) systems and these include;
I. Non-algorithmic processing.
II. Symbolic processing.
In artificial intelligence (AI), the field of expert systems is the most important applied area because it models human knowledge.
Hence, expert systems represents knowledge as a set of rules.
Although, all expert systems are generally lacking in human capabilities and can only use inference procedures to proffer solutions to specific problems that would normally require human expertise or competence.
Some of the areas where expert systems can be applied are; monitoring, diagnosis, scheduling, classification, design, process control, planning, etc.
Thesaurus is a tool use to find the synonym of the of a word.
Here's the way to use the thesaurus in the word processor.
=> highlight the word, then right-click, Navigate to synonyms and the words will display.
Answer:
The code is mentioned below.
Explanation:
This code is written in C.
Assuming that an array of 6 by 8 is already initialized and stored in a vector
![x[6][8]](https://tex.z-dn.net/?f=%20x%5B6%5D%5B8%5D%20)
which will be called or referred in program by:
![x [i] [j]](https://tex.z-dn.net/?f=%20x%20%5Bi%5D%20%5Bj%5D%20)
Alongwith the array the variables i j and max will be initialized as integers.
CODE:
int i,j,max;
max=0;
for(i=0;i<6;i++)
{
for(j=0;j<6;j++)
{
if(max>x[i][j])
max = x[i][j];
}
}
This code will check each and every entry of 6 by 8 array and place the largest value in max.
