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Consider functions f and g such that composite gof is defined and is one- one. Are f and g both necessarily one-one.
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@kelliandco
can i give an example to show where this is not true?
Thank you sir
this will work only if this holds If g(f(x)) is one-to-one (injective), then f(x) is also one-to-one given that f is a function from A to B and g a function from B to C.
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