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Write without absolute value signs |√(5)-8|
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Hint: \(\sqrt{5}\) = 2.2360679774997896964091736687313 < 8
|~(5)-8| Move the term after the radical to the front of the radical (|~(5)-8|). |*-8|~(5) Multiply -8 to get -8. |-8|~(5) Remove the factor of -1 from the single term inside the absolute value. |8|~(5) The absolute value of -8 is 8, so the absolute value symbols can be removed. 8~(5)
?? I think the original problem was \(|\sqrt{5} - 8|\). It wasn't all that clear as originally written.
sorry about that. That is all my homework question says to do
Is it correct as I have written it? You have only to decide which value is greater.
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