If R Is the Set of Real Numbers, Q Is $$x ^ { 2 } + 1 = 26$$

question 10

Multiple Choice

If R is the set of real numbers, Q is the set of rational numbers, I is the set of integers, N is the set of natural numbers, and S is the set of irrational numbers, list the set(s) for which a solution to the given equation exists. If a solution to the given equation does not belong to any set, state none.
- $$x ^ { 2 } + 1 = 26$$

• A) I, Q, R
• B) \(N , I , R\)
• C) N, Q, R
• D) \(N , I , Q , R\)

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