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@Michele_Laino
What do you think?
we can rewrite your function as below: \[f\left( x \right) = \left( {3{x^2}} \right) \cdot x\] now \(3x^2\) is always positive, for every value of \(x\) (negaitve or positive) So, what can you conclude?
negative*
are you sure? if x goes to -infinity, then \(3x^2 \cdot x\) goes to...?
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I'm sorry, since if x goes to +infinity, then \(3x^2 \cdot x\) goes to +infinity
correct!
Ah, thank you Michele!
:)
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