Krya needs help deciding which colors she should use on her web page. What can she use to help her decide.

Computers and Technology

1 answer:

Mars2501 [29]2 years ago

6 0

Answer:

B. Color theory

Explanation:

A color theory can be defined as the science and art that guides people on how to use and combine various colors. Therefore, a good understanding of color theory would help someone to know the relationship (similarities and differences) between various type of colors such as primary colors, tertiary colors and secondary colors.

In this scenario, Krya needs help deciding which colors she should use on her web page. Thus, she should use color theory to help her decide on what color combinations are best for her web design.

You might be interested in

Is the computer a device that calculates and has the independence and initiative for the actions it performs?

inna [77]

Answer:

The answer is "True".

Explanation:

In this question, the given statement is true because the computer is a device that receives information as input, analyzes information utilizing a program that provides relevant information for the processed data, and in this, it performs numerous calculation and all the calculation will be store in its memory, which is used in the future for collect data on hard drives.

8 0

2 years ago

A____consists of many users and their information.

grin007 [14]

<u>Active Directory</u> consist of many users and their information.

7 0

1 year ago

Read 2 more answers

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