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Why do we call things like this a function

Why do we call \(f(x) = \sqrt x\) a function, if by definition \(y = \sqrt x\) is not a function since for included values of \(x\), it gives us more than one value of \(y\) considering the positive and negative answers in the radicals?

Note by Geneveve Tudence
1 year ago

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Whenever we are calling it function domain is R+ and range too Satyam Tripathi · 1 year ago

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Have you read the list of common misconceptions wiki ? I recommend reading #8 in the "Powers and Square Roots" section of that wiki. Prasun Biswas · 1 year ago

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Note that if you are using the radical "symbol" then you are talking only about the positive root.
So, \(\sqrt{64} = 8\) and not \(\pm8\). Yatin Khanna · 1 year ago

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