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(C) The three classes are: Dog,Animal,and Pet.$1$. All dogs are animals,so the class 'Dog' is completely contained within the class 'Animal'.$2$. Some

Vedclass · Accepted Answer

Indicates that neither class is completely contained in the other but the two have common members,forming one entity.

Vedclass · Answer

(C) The three classes are: Dog,Animal,and Pet.$1$. All dogs are animals,so the class 'Dog' is completely contained within the class 'Animal'.$2$. Some dogs are pets,and some animals (like cats) are also pets. Thus,the class 'Pet' overlaps with both 'Dog' and 'Animal'.$3$. However,in standard logical Venn diagram problems of this type,we consider the relationship: All dogs are animals,and some animals are pets,while some dogs are pets. The most appropriate representation is that 'Dog' is a subset of 'Animal',and 'Pet' intersects both 'Dog' and 'Animal'.$4$. Looking at the options,the diagram in option $C$ represents a large circle (Animal) containing two intersecting circles (Dog and Pet),which correctly illustrates that all dogs are animals,some animals are pets,and some dogs are pets.

Choose the Venn diagram which best illustrates the three given classes: Dog,animal,pet.

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