Sets And Elements Of Sets Assessment

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¶ … Subsets of {8, 16, 27, 31}

{8, 16, 27, 31}

{8, 16, 27}

Determine the number of subsets of {mom, dad, son, daughter}

{mom, dad, son, daughter}

{mom, dad}

{mom, dad, son}

{dad, son}

{dad, son, daughter}

{son, daughter}

{mom, son}

{dad, daughter}

{mom}

{daughter}

The set of {mom, dad, son, daughter} has 12 subsets.

At MegaSalad, a salad can be ordered with some, all, or none of the following set of ingredients on top of the salad greens: {ham, turkey, chicken, tomato, feta cheese, cheddar cheese, cucumbers, onions, red peppers, hot peppers }. How many different variations are there for ordering a salad?

362,880 combinations.

Let U = {q, r, s, t, u, v, w, x, y, z}

A = {q, s, u, w, y}

B = {q, s, y, z}

C = {v, w, x, y, z}

Determine A ? (B ? C)

A ? (B ? C) = {q, s, w, y}

Use the Venn diagram to list the set of elements in roster form. Find A ? B.

A = {h, e, j, n}

B = {e, b, u, j}

A ? B = {h, e, b, u, j, n}

Sets (Part II)

Create three sets, set A, set B, and set C. By going through the items you use at work (or in your field).

Set A will be a list of all of these items.

Set A = {computer, coffee, phone, Internet, cup, printer, pencils, pens, paper, snacks}

Create Set B, from the items in Set A that you think are essential.

Set B = {computer, phone, Internet, printer, pencils, pens, paper}

Create Set C, by taking the complement of Set B. In Set A, i.e. all of the non-essential items.

Set C = {coffee, cup, snacks}

Are sets B. And C. proper subsets of set A? Explain.

Yes. An improper subset is a subset containing every element of the original set. A proper subset contains some but not all of the elements of the original set. A subset containing every member of the original set is termed an improper subset because the subset and the original set are equal. Therefore sets B. And C. are proper subsets of set A.

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