Question
Simplify the radical expression. 5–√(2+35–√) (1 point) Responses 25–√+15 2 square root of 5 plus 15 252–√+2 25 square root of 2 plus 2 25–√+5 2 square root of 5 plus 5 45–√−40
Answers
GPT-4o mini
To simplify the expression \( 5 - \sqrt{2 + 35 - \sqrt{}} \), we first need to correctly interpret the radical. It seems there might be a mix-up in what is provided, especially with the incomplete root. Let's assume the intended expression is \( 5 - \sqrt{2 + 35} \).
1. First, simplify what is inside the square root: \( 2 + 35 = 37 \).
2. So now we have \( 5 - \sqrt{37} \).
Unfortunately, none of the options provided match this straightforward simplification. Please check if the expression you provided initially was complete or whether there was additional context I might have missed. If you could clarify the expression you're working with, I'd be glad to help further!
1. First, simplify what is inside the square root: \( 2 + 35 = 37 \).
2. So now we have \( 5 - \sqrt{37} \).
Unfortunately, none of the options provided match this straightforward simplification. Please check if the expression you provided initially was complete or whether there was additional context I might have missed. If you could clarify the expression you're working with, I'd be glad to help further!