已知定义在$R$上的可导函数$y=f\left(x\right)$的导函数为$f\text{'}\left(x\right)$，满足$f\left(x\right)<f\text{'}\left(x\right)$，且$f\left(0\right)=2$则不等式$\frac{f\left(x\right)}{e^x}>2$的解集为（  ）

如图所示：某实验小组的同学为了验证大棚蔬菜的生理活动，将A装置（内装籽粒饱满的辣椒种子）和B装置（辣椒幼苗）用透明玻璃管连接，请据图回答：

阅读理解

    Mary is a very little girl. She is only three years old. She can't read and write, but she likes drawing very much.

    One day, her sister, Jean sees her at the desk. She thinks Mary is drawing. She comes to her, but she finds Mary isn’t drawing. She is writing on the paper.

“What are you doing, Mary?” Jean asks her.

“I’m writing to Ann. ” She answers.

“But you don’t know how to write, how can you write to her?”

“Oh, it doesn’t matter(没关系). Ann can’t read and write, either(也). ”