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3. Which of these sets of numbers contains no irrational numbers? (1 point) -v5, -v196, –8.15 -v144, v49, 6.6 2, 3/8, v10, -0.6868 -1, 5/6, v11
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Remember, a number is irrational if it can't be written as a fraction \(p/q\) with \(p\) and \(q\) integers.
i think b) -v144, v49, 6.6 :)
\(\large \sqrt5, \sqrt{10},\ and\ \sqrt{11}\) are the irrational numbers
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