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Given square root of 4 + square root of 25 and square root of 4 + square root of 2 is one or both rational or irrational?
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\[\sqrt{25}=5\]an integer so rational
also \[\sqrt4=2\] another integer
only one that is not rational is \(\sqrt2\) because 2 is not the square of a whole number
Ok - so the first set is rational because both can be broken down evenly, but the second cannot because 2's square root is decimated?
it can't be written as a fraction?
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it can't be written as a fraction correct
not sure i have ever heard it called "decimated" before though...
Thank you! :D Lol...think I meant not a whole number
yw
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