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  2. The difference between equal and equivalent sets is only in the difference of the elements. If all elements are equal in two or more sets, then they are equal but in equivalent sets, the elements need not be the same but the number of elements should be the same.
    www.cuemath.com/algebra/equal-sets/
    Two or more sets are equal when all their elements are equal. Two or more elements are equivalent when they have the same number of elements. Equal sets are denoted by the symbol ‘=’. Equivalent sets are denoted by the symbol ‘~’ or ‘≡’. Equal sets is a broader term and encompasses equivalent sets, i.e., all equal sets are also equivalent sets.
    www.geeksforgeeks.org/equal-sets/
    Equal sets refer to sets that have precisely the same elements, meaning every element in one set is also present in the other set, and vice versa. Two sets are considered equal when they have identical members. On the other hand, equivalent sets pertain to sets that may not have the same elements but have an equal number of elements.
    www.vedantu.com/jee-main/maths-difference-betw…
    Difference between equal sets and equivalent sets The primary distinction lies in their criteria: equal sets must have the exact same elements, while equivalent sets possess a one-to-one correspondence between elements. Equivalent sets imply a stronger relationship than equal sets
    infinitylearn.com/surge/articles/equal-and-equivale…
    Two sets are equal if they have exactly the same element because their elements and the number of elements both are the same without any order and repetition of elements. Two sets are equivalent if their number of elements are the same. These elements can be the same or different, but the number should be the same. Equal sets are equivalent also
    www.vedantu.com/maths/equivalent-sets
     
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