To perform the subtraction \( 1119\sqrt{} - 519\sqrt{} \), we first notice that the expressions seem to be incomplete as they include the square root symbol \( \sqrt{} \) without specifying a radicand (the number under the square root).
Assuming they refer to the same number, we can denote that unspecified number under the square root as \( x \). So we would rewrite it as: \[ 1119\sqrt{x} - 519\sqrt{x} \]
We can factor out \( \sqrt{x} \): \[ (1119 - 519)\sqrt{x} \]
Now, calculating \( 1119 - 519 \): \[ 1119 - 519 = 600 \]
Thus, the expression simplifies to: \[ 600\sqrt{x} \]
If you provide the radicand for \( \sqrt{} \), I can give you the accurate answer. Otherwise, the result remains \( 600\sqrt{x} \).