The Venn diagram would be suitable for the pair "Boys, Cricketers".

Here's why:

A Venn diagram is a diagram that shows all possible logical relations between a finite collection of different sets. Each set is represented by a circle. The circle size does not matter, and they can overlap.

In the case of "Boys, Cricketers", we can have a circle representing all boys and another circle representing all cricketers. The overlap between these two circles represents boys who are also cricketers.

The other pairs ("Asia, Australia", "Pacific, Oceans", "USA, England") do not fit into a Venn diagram because they are not sets that can have an overlap. For example, Asia and Australia are both continents, but they do not share common elements. The same goes for Pacific and Oceans (the Pacific is an ocean), and USA and England (both are countries).

Question

The Venn diagram would be suitable for the pair "Boys, Cricketers".

Here's why:

A Venn diagram is a diagram that shows all possible logical relations between a finite collection of different sets. Each set is represented by a circle. The circle size does not matter, and they can overlap.

In the case of "Boys, Cricketers", we can have a circle representing all boys and another circle representing all cricketers. The overlap between these two circles represents boys who are also cricketers.

The other pairs ("Asia, Australia", "Pacific, Oceans", "USA, England") do not fit into a Venn diagram because they are not sets that can have an overlap. For example, Asia and Australia are both continents, but they do not share common elements. The same goes for Pacific and Oceans (the Pacific is an ocean), and USA and England (both are countries).

Knowee AI · Accepted Answer

The Venn diagram would be suitable for the pair "Boys, Cricketers".

Here's why:

A Venn diagram is a diagram that shows all possible logical relations between a finite collection of different sets. Each set is represented by a circle. The circle size does not matter, and they can overlap.

In the case of "Boys, Cricketers", we can have a circle representing all boys and another circle representing all cricketers. The overlap between these two circles represents boys who are also cricketers.

The other pairs ("Asia, Australia", "Pacific, Oceans", "USA, England") do not fit into a Venn diagram because they are not sets that can have an overlap. For example, Asia and Australia are both continents, but they do not share common elements. The same goes for Pacific and Oceans (the Pacific is an ocean), and USA and England (both are countries).

For which of the following pairs the given venn diagram is suitable?.Asia, AustraliaPacific, OceansUSA, EnglandBoys, Cricketers

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