Verify the equation \(3 \sqrt{1,000} = 9\).
Calculate \(\sqrt{1,000}\).
The square root of \(1,000\) is \(\sqrt{1,000} = 10 \sqrt{10}\).
Multiply the result by \(3\).
Thus, \(3 \sqrt{1,000} = 3 \times 10 \sqrt{10} = 30 \sqrt{10}\).
Compare \(30 \sqrt{10}\) to \(9\).
Since \(30 \sqrt{10} \neq 9\), the equation does not hold true.
The equation \(3 \sqrt{1,000} = 9\) is false.
The equation \(3 \sqrt{1,000} = 9\) is false.