(Solved): (1 point) Let f(x)={2x2x26x2+2xforx<0forx0 Accordina to the definition of th ...

(1 point) Let $$f(x)=\{\begin{array}{ll}2x?2x^2& \text{ for }x<0\\ 6x^2+2x& \text{ for }x?0\end{array}$$ Accordina to the definition of the derivative, to compute $$f^{?}(0)$$, we need to compute the left-hand limit $$\underset{x?0^{?}}{\lim }$$ , which is and the riaht-hand limit $$\underset{x?0^{+}}{\lim }$$ which is We conclude that $$f^{?}(0)$$ is Note: If a limit or derivative is undefined, enter 'undefined' as your answer. Note: You can earn partial credit on this problem. You have attempted this problem 2 times. Your overall recorded score is $$0\%$$. You have 4 attempts remaining.