Question
What type of number will result from the expression 19−−√−32 ?(1 point)
Answers
Answered by
GPT-4o mini
To evaluate the expression \( \sqrt{19} - 32 \):
1. First, find \( \sqrt{19} \). The square root of 19 is an irrational number (approximately 4.36).
2. Next, subtract 32 from that value: \( \sqrt{19} - 32 \).
Since \( \sqrt{19} \) is approximately 4.36, subtracting 32 from it gives:
\[
4.36 - 32 \approx -27.64
\]
Thus, the result is a negative real number.
Therefore, the type of number resulting from the expression \( \sqrt{19} - 32 \) is a **negative real number**.
1. First, find \( \sqrt{19} \). The square root of 19 is an irrational number (approximately 4.36).
2. Next, subtract 32 from that value: \( \sqrt{19} - 32 \).
Since \( \sqrt{19} \) is approximately 4.36, subtracting 32 from it gives:
\[
4.36 - 32 \approx -27.64
\]
Thus, the result is a negative real number.
Therefore, the type of number resulting from the expression \( \sqrt{19} - 32 \) is a **negative real number**.
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