Problem 34
Question
Find the union of the sets. $$\\{e, m, p, t, y\\} \cup \varnothing$$
Step-by-Step Solution
Verified Answer
The union of the sets \( \{e, m, p, t, y\} \) and \( \varnothing \) is \( \{e, m, p, t, y\} \).
1Step 1: Identify the sets
The two sets presented are \( \{e, m, p, t, y\} \) which is a non-empty set, and \( \varnothing \) which is an empty set.
2Step 2: Apply the union operation
The union of a set and an empty set will always be the set itself. Hence, the union of the sets \( \{e, m, p, t, y\} \) and \( \varnothing \) is \( \{e, m, p, t, y\} \).
Other exercises in this chapter
Problem 33
Find each product. $$(3 x+2)(3 x-2)$$
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Simplify each exponential expression. $$\left(x^{-6}\right)^{4}$$
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Factor each trinomial, or state that the trinomial is prime. $$15 x^{2}-19 x+6$$
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