Using rational approximations, we can say that 81−−√ ≈ 9 and 8–√8 ≈ 2.83.
Therefore, we have 9 > 2.83.
The correct inequality statement is 81−−√ > 8–√8.
Therefore, we have 9 > 2.83.
The correct inequality statement is 81−−√ > 8–√8.
Using rational approximations, we can say that 81−−√ ≈ 9 and 8–√8 ≈ 2.83.
Therefore, we have 9 > 2.83.
The correct inequality statement is 81−−√ > 8–√8.
81−−√ is the square root of 81, which is exactly 9.
8–√8 is not a clear representation. If you meant √8, then the rational approximation is approximately 2.83.
In this case, we have 9 > 2.83.
Therefore, the correct inequality statement is:
81−−√ > 8–√8
Using rational approximations, we can say that 81−−√ is approximately 9. Therefore, we have 81−−√ ≈ 9.
Similarly, 8–√8 is approximately 2.83. Therefore, we have 8–√8 ≈ 2.83.
Comparing the two rational approximations, we can see that 9 is greater than 2.83.
Therefore, the correct inequality statement is:
81−−√ > 8–√8