The function \[f:R\to R\] defined by \[f(x)=(x-1)\] \[(x-2)(x-3)\] is [Roorkee 1999]

The function \[f:R\to R\] defined by \[f(x)=(x-1)\] \[(x-2)(x-3)\] i

1.	The function \[f:R\to R\] defined by \[f(x)=(x-1)\] \[(x-2)(x-3)\] is [Roorkee 1999]
A.	One-one but not onto
B.	Onto but not one-one
C.	Both one-one and onto
D.	Neither one-one nor onto
Answer» C. Both one-one and onto

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The function \[f:R\to R\] defined by \[f(x)=(x-1)\] \[(x-2)(x-3)\] is [Roorkee 1999]

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