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Show that the function f: R → R: f(x) = x4 is neither one-one nor onto. |
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Answer» It is given that f(x) = x4 By substituting the values f(1) = 14 = 1 f(-1) = -14 = 1 Hence, f is many-one. Consider -1 in the co-domain R with no x ∈ R such that f(x) = x4 = – 1 f is into. |
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