Error Analysis: Find the error in the problem simplified below: 35–√(2–√+5–√) 610−−√+325−−√ 610−−√+3⋅5 610−−√+15
The problem was not simplified correctly. The problem was not simplified correctly. The problem wasn't multiplied correctly. The problem wasn't multiplied correctly. There was no error made. There was no error made. Only like radicals can be multiplied to each other.
The error in the problem is that the expression 2 - √ + 5 - √ does not make sense. The square root symbol should have a number or variable inside it. Therefore, the correct simplification would be:
35 - (√(2) + √(5)) = 35 - (√2 + √5)
So, the correct answer would be: The problem was not simplified correctly.