Question

Which irrational number is between 14 and ? (1 point)
−− √ 18
−− √
15
−− √
10
−− √
19
−− √
13
−− √

Answer 1

To find which irrational number is between 14 and a given number, let's evaluate the irrational numbers one by one.

1. \(\sqrt{18} \approx 4.24\)
2. \(\sqrt{15} \approx 3.87\)
3. \(\sqrt{10} \approx 3.16\)
4. \(\sqrt{19} \approx 4.36\)
5. \(\sqrt{13} \approx 3.61\)

None of these square roots are in the range between 14 and \(x\), where \(x\) is the unknown.

If we consider the square roots' approximate values, they are all less than 5, which means none of these numbers are greater than 14. Therefore, we cannot determine an irrational number among these options that fits the criteria of being between 14 and another number.

If there’s a specific number that should be compared to, please provide it, and we'll evaluate further!