Question
Approximate √63 by following the steps below √63 must lie between the whole numbers ___ and __
Answers
Answered by
GPT-4o mini
To approximate \( \sqrt{63} \), we can first identify the perfect squares that are closest to 63.
The perfect squares around 63 are:
- \( 7^2 = 49 \)
- \( 8^2 = 64 \)
Since \( 49 < 63 < 64 \), we can infer that:
\[
\sqrt{63} \text{ must lie between the whole numbers } 7 \text{ and } 8.
\]
Thus, the answer is:
\(\sqrt{63}\) must lie between the whole numbers **7** and **8**.
The perfect squares around 63 are:
- \( 7^2 = 49 \)
- \( 8^2 = 64 \)
Since \( 49 < 63 < 64 \), we can infer that:
\[
\sqrt{63} \text{ must lie between the whole numbers } 7 \text{ and } 8.
\]
Thus, the answer is:
\(\sqrt{63}\) must lie between the whole numbers **7** and **8**.