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Show that the function f:R→R given …

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Show that the function f:R→R given by f(x)=xis injective.

is it right to answer the question as follows?

Let x1,x2 {tex}\in{/tex} R

f(x1)=x13

f(x2)=x23

f(x1)=f(x2)

{tex}\implies{/tex} x13=x23

on taking cube root on both sides,

x1=x2

therefore f is injective function.

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