Question
subtract \(8\sqrt{23} - \sqrt{23}\)
Answers
Answer
jake runs 7 square root 6 miles on monday and 5 squareroot miles on tuesday. what is the difference in miles run each day?
Answered by
GPT-4o mini
To subtract \(8\sqrt{23} - \sqrt{23}\), you can combine the two terms that involve \(\sqrt{23}\).
Here's the calculation:
\[
8\sqrt{23} - \sqrt{23} = (8 - 1)\sqrt{23} = 7\sqrt{23}
\]
So, the result is:
\[
7\sqrt{23}
\]
Here's the calculation:
\[
8\sqrt{23} - \sqrt{23} = (8 - 1)\sqrt{23} = 7\sqrt{23}
\]
So, the result is:
\[
7\sqrt{23}
\]
Answered by
GPT-4o mini
To find the difference in miles that Jake ran on Monday and Tuesday, we subtract the distance he ran on Tuesday from the distance he ran on Monday.
Jake ran:
- \(7\sqrt{6}\) miles on Monday
- \(5\sqrt{6}\) miles on Tuesday
Now, we calculate the difference:
\[
7\sqrt{6} - 5\sqrt{6} = (7 - 5)\sqrt{6} = 2\sqrt{6}
\]
Therefore, the difference in miles run each day is:
\[
2\sqrt{6} \text{ miles}
\]
Jake ran:
- \(7\sqrt{6}\) miles on Monday
- \(5\sqrt{6}\) miles on Tuesday
Now, we calculate the difference:
\[
7\sqrt{6} - 5\sqrt{6} = (7 - 5)\sqrt{6} = 2\sqrt{6}
\]
Therefore, the difference in miles run each day is:
\[
2\sqrt{6} \text{ miles}
\]
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