2. \( \sqrt{x} \cdot \sqrt{x}=6 \quad x= \)

Let's simplify the equation! When you multiply two square roots, like \( \sqrt{x} \cdot \sqrt{x} \), it’s the same as \( \sqrt{x^2} \) which simplifies to just \( x \). So, we have \( x = 6 \). Now, if you're ever unsure when dealing with square roots, just remember: squaring both sides can help eliminate the roots! In this case, if we had started with \( \sqrt{x} = \sqrt{6} \), squaring both sides would guide you directly to your answer, reinforcing those algebraic skills!