2021年6月29日 · The meaning is that the points where f(f(x)) evaluates to zero at the points where f(x) evaluates to the supposed roots a, b and c. So basically, you only have to check the …

2016年11月2日 · Apply $f$ once again: $f(f(f(0)))=f(f(f(1)))=f(1)=f(0)^2-f(0)+1=f(1)^2-f(1)+1$. That leads to $f(1)=1$, hence $f(0)^2-f(0)=0$ and $f(0)$ can only be $0$ or $1$. But $f(0)=0$ leads …

2024年10月19日 · zero fucks given. (slang, vulgar, US) Used to emphasize that one does not care about something at all.

If we want to show this we must show that $f$ is not differentiable at $x=0$. The function is defined as follows: $$f(x)= \begin{cases} x\sin{\frac{1}{x}}, & \text{if $x\ne0$} \\ 0, &...

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