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Question -

Letf: R –> R be defined as f (x)=3x. Choose the correct answer.
(a) f is one-one onto
(b) f is many-one onto
(c) f is one-one but not onto
(d) f is neither one-one nor onto



Answer -

f:R –> R is defined by f (x) = 3x
(a) f(x1) = 3x1, f(x2) = 3x2
=> f(x1) = f(x2)
=> 3x1 = 3x2
=> x1 = x2
=> f is one-one
(b) for every member y belonging to co-domain has pre-image x in domain of f.
∵ y = 3x
=>
f is onto
f is one-one and onto. Option (a) is correct.

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