Select the Venn diagram that best illustrates the relationship between the three given class.

A Venn diagram is a graphical representation used to show the relationship between different sets of items. Each circle in a Venn diagram represents a set, and the overlap between circles shows the elements that belong to more than one set.
We are asked to find the Venn diagram that best illustrates the relationship between three given classes: Keyboard, Monitor, and Mouse.
Let's consider the nature of a Keyboard, a Monitor, and a Mouse:
While all three items are common computer peripherals, they serve distinct and separate functions. A Keyboard is not a type of Monitor, nor is a Monitor a type of Mouse, and so on. There is no overlap in their primary functions or the category they directly belong to within themselves.
Since the three classes - Keyboard, Monitor, and Mouse - are entirely distinct and share no elements, their relationship in a Venn diagram should be represented by three separate, non-overlapping circles. Each circle represents one class, and the lack of overlap indicates that no item can belong to more than one class simultaneously (i.e., a device cannot be both a Keyboard and a Monitor, or a Monitor and a Mouse, etc.).
Hence,
is the correct answer.
| Peripheral | Type (Input/Output) | Primary Function | Relationship to Others |
|---|---|---|---|
| Keyboard | Input | Text and command entry | Distinct |
| Monitor | Output | Information display | Distinct |
| Mouse | Input | Pointing and clicking | Distinct |
Computer peripherals are external devices that connect to a computer to provide input or output functions. They are essential for interacting with the computer and expanding its capabilities. Common types include:
While all these devices are peripherals, a Keyboard, a Monitor, and a Mouse belong to different functional categories (Input vs. Output) and are distinct types of devices themselves, reinforcing the idea that they should be represented as separate sets in a Venn diagram illustrating their specific relationship to each other.
Two statements are given, followed by three conclusions numbered I, II and III. Assuming the statement to be true even if they seem to be at variance with commonly known facts, decide which of the conclusions logically follow(s) from the statements.
Statements:
Some quadrilateral are squares.
All squares are rhombuses.
Conclusions:
I. No quadrilateral is a rhombus.
II. All rhombuses are squares.
III. Some quadrilaterals are rhombuses.Select the Venn diagram that best illustrates the relationship between the following classes.
Civics, Subject, Chemistry
Select the Venn diagram that best represents the given set of classes.
Currencies, Yuan, BahtSelect the Venn diagram that best represents the given set of classes.
Animals, Reptiles, SnakesSelect the Venn diagram that best represents the given set of classes.
Whales, Bats, Mammals