Question
Simplify 47 square root
Answers
GPT-4o mini
To simplify \( 47 \sqrt{47} \), we notice that 47 is not a perfect square, and since it's already in simplest form, we can write it as:
\[
\sqrt{47^2} = 47
\]
However, if you're looking for \( 47 \sqrt{47} \) in its simplest form, it doesn't further simplify because 47 cannot be simplified into a simpler radical.
Thus, the expression \( 47 \sqrt{47} \) remains as is, or you could write it in another form if needed, but as is, it is in its simplest radical form:
\[
47 \sqrt{47}
\]
\[
\sqrt{47^2} = 47
\]
However, if you're looking for \( 47 \sqrt{47} \) in its simplest form, it doesn't further simplify because 47 cannot be simplified into a simpler radical.
Thus, the expression \( 47 \sqrt{47} \) remains as is, or you could write it in another form if needed, but as is, it is in its simplest radical form:
\[
47 \sqrt{47}
\]