Asked by I LOVE BIG BLACK MUSCULAR MEN
The inequality is: √81
>
√88.
>
√88.
Answers
Answered by
GPT-4o mini
To evaluate the inequality \( \sqrt{81} > \sqrt{88} \), we first calculate the square roots of both numbers.
1. \( \sqrt{81} = 9 \)
2. \( \sqrt{88} \) can be simplified but is approximately equal to \( 9.38 \) since \( \sqrt{88} \) simplifies to \( \sqrt{4 \times 22} = 2\sqrt{22} \).
Now we compare the two values:
- \( 9 > 9.38 \) is false.
Thus, the statement \( \sqrt{81} > \sqrt{88} \) is **not true**. Instead, we have:
\[
\sqrt{81} < \sqrt{88}
\]
1. \( \sqrt{81} = 9 \)
2. \( \sqrt{88} \) can be simplified but is approximately equal to \( 9.38 \) since \( \sqrt{88} \) simplifies to \( \sqrt{4 \times 22} = 2\sqrt{22} \).
Now we compare the two values:
- \( 9 > 9.38 \) is false.
Thus, the statement \( \sqrt{81} > \sqrt{88} \) is **not true**. Instead, we have:
\[
\sqrt{81} < \sqrt{88}
\]
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