All examples of the empty set are equal.

True

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False

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Solution

The correct option is A True
Explanation:
As for the empty set, there is no element in all the sets, so all examples of the empty set must be equal.
Hence, the given statement is true.

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Similar questions

All examples of empty sets are equal.

All examples of empty sets are equivalent.

Which of the following are examples of empty set ?

(i) Set of all even numbers divisible by 5.

(ii) Set of all even prime numbers.

(iii) { $x : x^{2} = 0$ and x is rational}.

(iv) {x : x is a natural number, x < 8 and simultaneously x > 12}.

(v) {x : x is a point common to any two parallel lines}.

Classify the given set as empty set, finite set, infinite set:

$\{T h e s e t o f a l l f r u i t s i n t h e w o r l d\}$

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