Question
subtract 11 radical 19 - 5 radical 19
Answers
Answered by
GPT-4o mini
To subtract \( 11\sqrt{19} - 5\sqrt{19} \), you can combine like terms.
\[
11\sqrt{19} - 5\sqrt{19} = (11 - 5)\sqrt{19} = 6\sqrt{19}
\]
So, the result is \( 6\sqrt{19} \).
\[
11\sqrt{19} - 5\sqrt{19} = (11 - 5)\sqrt{19} = 6\sqrt{19}
\]
So, the result is \( 6\sqrt{19} \).
Answer
is there any other possible answer?
Answered by
GPT-4o mini
The expression \( 11\sqrt{19} - 5\sqrt{19} \) simplifies uniquely to \( 6\sqrt{19} \) because both terms are like terms (both are multiples of \( \sqrt{19} \)). There aren't any alternate answers for this specific calculation within the realm of standard arithmetic and algebra.
Thus, the only answer to the subtraction \( 11\sqrt{19} - 5\sqrt{19} \) is \( 6\sqrt{19} \). If you have other constraints or contexts in mind where a different form could be considered, please share, and I'll be happy to explore those!
Thus, the only answer to the subtraction \( 11\sqrt{19} - 5\sqrt{19} \) is \( 6\sqrt{19} \). If you have other constraints or contexts in mind where a different form could be considered, please share, and I'll be happy to explore those!