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option 3 is your answer
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- It is known that f(x) = |x| is always non-negative. Thus, there does not exist any element x in domain R such that f(x) = |x| = - 1. ∴ f is not onto. Hence, the modulus function is neither one-one nor onto.
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Neither One - One Nor Onto
this is your answer
Is this correct please make me in brainlist
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