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A student says that the square root of 7 is a rational number because you can write the square root of 7 as the quotient of the square root of 7 over 1. Is the student correct? Explain why.
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it is incorrect because the definition of a rational number is the ratio of two INTEGERS not the ratio of two numbers
Thanks!
otherwise all numbers would be rational and the term "rational" would have no meaning
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