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Given the following sets, select the statement below that is true. A = {l, a, t, e, r}, B = {l, a, t, e}, C = {t, a, l, e}, D = {e, a, t}
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@magazine38 where are the statements?
B ⊆ C and C ⊆ B A ⊂ B and D ⊂ A D ⊆ B and A ⊆ D D ⊆ B and B ⊆ D A ⊆ C and D ⊂ A
B ⊆ C and C ⊆ B which means the sets are comprised of the same elements.
A = {l, a, t, e, r}, B = {l, a, t, e}, C = {t, a, l, e}, D = {e, a, t} Look carefully all the sets have elements which are also in A, so B,C and D are subsets of A B and C has the same elements, so they are subset of each other A is not a subset of any B, C or D B and C are also not a subset of D so the correct option is B ⊆ C and C ⊆ B
thanks for all the help from both
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