Question

Decide if the given statement is true or false. If it is false, give the reason.{5, 6, 1} ⊂ {6, 1, 5}Choose the correct answer below.A.This statement is true.B.This statement is false. The second set is a proper subset of the firstset, not the other way around.C.This statement is false. The elements of the two sets are not in the sameorder.D.This statement is false. The second set does not contain all theelements present in the first set.E.This statement is false. No set is a proper subset of itself.

Answer 1

The correct option is A.the statement is true.

STEP - BY - STEP EXPLANATION

What to find?

Decide if the given statement if tru or false.

Given:

{5, 6, 1} ⊂ {6, 1, 5}

Observe the above.

Given the set { 6, 1, 5}, since all the elements in {5, 6, 1} are also contained in {6, 1, 5}, then {5, 6, 1} is a subset of {6, 5, 1}.

Therefore, the statement is true.