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QuestionRewrite using math symbols: a. Q={t,b,p}Q = \{t, b, p\}; b. {2,5}={5,2}\{2, 5\} = \{5, 2\}; c. {2,5}⊈{3,2,4}\{2, 5\} \nsubseteq \{3, 2, 4\}.

Studdy Solution

STEP 1

Assumptions1. We are using standard mathematical notation for sets. . The elements of the sets are given as t,b,p,,5,3,4t, b, p,,5,3,4.
3. The sets are defined as equal or not equal, or as proper subsets or not.

STEP 2

For the first statement, we want to express "QQ is equal to the set whose elements are t,bt, b, and pp". In mathematical notation, this can be written asQ={t,b,p}Q = \{t, b, p\}

STEP 3

For the second statement, we want to express "The set containing2 and5 is equal to the set containing5 and2". In mathematical notation, this can be written as{2,5}={5,2}\{2,5\} = \{5,2\}

STEP 4

For the third statement, we want to express "The set containing2 and only is not a proper subset of {3,2,4}\{3,2,4\}". In mathematical notation, this can be written as{2,}⊈{3,2,4}\{2,\} \nsubseteq \{3,2,4\}So, the answers area. Q={t,b,p}Q = \{t, b, p\} b. {2,}={,2}\{2,\} = \{,2\} c. {2,}⊈{3,2,4}\{2,\} \nsubseteq \{3,2,4\}

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