Answer:
"(r->(~q))" is the correct answer for the above question.
Explanation:
- The proposition symbol is used to represent the sentence in symbols form. This symbols can also be called as logic symbols. There are so many specified symbols which is used to write the symbolic form for the sentence.
- For example, 'Not' is represent '~' and "if and then" is represented by the help of "->".
- The above symbolic statement is made with the help of 'r' and 'q'. which is mean as.
- if r then negation of q.
- Which can be (r->~q) which is the answer.
Answer:
5. Input, Processing, and Output
Explanation:
Input, processing, and output are the three activities in an information system that produce the information an organisation needs.
<em>Input</em> captures or collects raw data from within the organisation or from its external environment.
<em>Processing</em> converts this raw input into a meaningful form.
<em>Output</em> transfers the processed information to the people who will use it or to the activities for which it will be used. Information systems also require feedback, which is output that is returned to appropriate members of the organisation to help them evaluate or correct the input stage.
Answer:
There are three types of the computer on the basis of work. They are analog, digital, and hybrid computer. The computer that work with natural phenomena and physical values like earthquake measurement, speed of the wind, weight light etc is known as Analog computers.
Explanation:
Answer:
The Ribbon is a user interface element which was introduced by Microsoft in Microsoft Office 2007. It is located below the Quick Access Toolbar and the Title Bar. It comprises seven tabs; Home, Insert, Page layout, References, Mailing, Review and View. Each tab has specific groups of related commands
Explanation:
Answer:
You can make sure that the snack is healthy by looking at the ingreadents. A healthy snack should not have alot of persavatives and sugars. A good golden rule is if you can't pronaunce the word then its not good for you.
Explanation:
