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3 years ago

What is a relationship between a object and a class?

Computers and Technology

1 answer:

Mrrafil [7]3 years ago

8 0

A. An object is an instance of a class. The class is like the recipe to create (multiple) objects.

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What does SIP stand for?

agasfer [191]

Session Initiation Protocol, brainliest ?

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3 years ago

Read 2 more answers

1a. Ust Seven (7) Components of a Computer?

san4es73 [151]

Explanation:

1a. i know only 4 components of computer these are users, data,hardware & software

1b.users,the person who use the computer

data,it is the collection of raw facts and figures

hardware,is the physical part of the computer that can be seen and touch

software,is a set of program that instruct the computer to perform the certain action

2a,an internet is worldwide systen of interconnected computer network

2b.if some student want to now about something he can use internet and get the answer,to commenicate with others,and to learn online

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2 years ago

Consider the following class:

Pachacha [2.7K]

Answer:

c.return Integer.compare(value, otherTemp.value)

Explanation:

The compare() method as the name implies compares two integer values. If they are equal it returns 0, if the first number is smaller it returns -1, and if the first number is greater it returns 1.

It is an Integer class method that is why you need to type Integer.compare() to call the function.

For this example, the parameters that will be compared are <em>value</em>, and <em>otherTemp.value. </em>The type of compareTo method is an integer, we need to return the result.

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3 years ago

Write the logical Expression and Draw the Truth table for the <br> following questions

Alja [10]

The logical expressions are

(X NOR Y ) OR Z ⇒ $(\bar X \bar + \bar Y) + Z$
(A NAND B) AND NOT C ⇒ $(\bar A \bar \cdot\bar B) \cdot \bar C$

<h3>How to determine the logical expressions?</h3>

<u>Logical expression 1</u>

X and Y are linked by the NOR gate.

So, we have:

X NOR Y

The X NOR Y is linked to Z by the OR gate.

So, we have:

(X NOR Y) OR Z

Hence, the logical expression is (X NOR Y ) OR Z ⇒ $(\bar X \bar + \bar Y) + Z$

<u>Logical expression 2</u>

A and B are linked by the NAND gate.

So, we have:

A NAND B

The A NAND B is linked to C by the AND gate.

So, we have:

(A NAND B) AND C

Hence, the logical expression is (A NAND B) AND NOT C ⇒ $(\bar A \bar \cdot\bar B) \cdot \bar C$

See attachment for the truth tables