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Practice Exercise: Equal Sets | Sets and Functions - JEE PDF Download

In the following, state whether A = B or not:

1. A = {2, 4, 6, 8, 10} B = { x : x is positive even integer and x < 10}

2. A, the set of letters in “APPLE” and B, the set of letters in “LEAP”.

3. A = {n : n ∈ Z and n2 ≤ 4} and B = {x : x ∈ R and x2 – 3x + 2 = 0}

4. A = { 4, 8, 12, 16 } B = { 8, 4, 16, 18}


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The document Practice Exercise: Equal Sets | Sets and Functions - JEE is a part of the JEE Course Sets and Functions.
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FAQs on Practice Exercise: Equal Sets - Sets and Functions - JEE

1. What are equal sets in JEE?
Ans. Equal sets in JEE refer to sets that have the exact same elements. In other words, if two sets contain the same elements, regardless of their order or repetition, they are considered equal sets.
2. How can I determine if two sets are equal in JEE?
Ans. To determine if two sets are equal in JEE, you need to compare the elements of both sets. If both sets have the exact same elements, they are considered equal. However, if there is even a single element that differs between the two sets, they are not equal.
3. Can equal sets have different sizes in JEE?
Ans. No, equal sets cannot have different sizes in JEE. In order for two sets to be considered equal, they must have the exact same number of elements. If the sizes of two sets are different, they cannot be equal sets.
4. Is the order of elements important in determining equal sets in JEE?
Ans. No, the order of elements is not important in determining equal sets in JEE. As long as two sets have the exact same elements, regardless of their order, they are considered equal sets. The order of elements does not affect the equality of sets.
5. Are equal sets the same as identical sets in JEE?
Ans. Yes, equal sets and identical sets are the same concept in JEE. When two sets have the exact same elements, they are considered equal or identical sets. The terms "equal sets" and "identical sets" can be used interchangeably to refer to sets with the same elements.
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