Applications of differentiation: Analysis of functions
Analysis of functions: Step 1/7
In this exercise, consisting of seven steps, we will analyse the function \[f(x)=x^3-3\cdot x^2\]First calculate the zeros of #f#.
Enter the answer in the form #x=a\lor x=b\lor\cdots \lor x=c# if there are multiple solutions, in the form #x=a# if there is one solution, and in the form #none# if there is no solution.
Enter the answer in the form #x=a\lor x=b\lor\cdots \lor x=c# if there are multiple solutions, in the form #x=a# if there is one solution, and in the form #none# if there is no solution.
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