Is this 3*sqrt((x+25)*x)=0 or 3*sqrt(x+25x)=0 or 3*sqrt(x)+25x=0 or 3*sqrt(x+25)*x=0? I'm not going to bother answering all possible interpretations, but here's a hint: square the equation to get rid of the square root operation first. Then solving it will be easy.
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Two times the square root of three plus five times the square root of three plus four times the square root of three equals eleven times the square root of three.
The exact square root of 9999999999999999999999 is 33 times the square root of 9182736455463728191.
You can always add radicals, but you can't simplify unless the radicands have a common factor. For example, the square root of 20 plus the square root of 45 equals 2 times the square root of 5 plus 3 times the square root of 5, which is 5 times the square root of 5.
if you take out the word ''quantity'' your answer is 25.02725024
It is: the square root of 7 times the square root of 7 = 7