If $\text{⨍}\left(\mathrm{x}\right)\text{ and g(x)}$ are differentiable functions in [0,1] such that $\text{⨍}\left(0\right)\text{=2, g())=0, ⨍(1)=6, g(1)=2,}$ then there exists c, $0<\mathrm{c}<1 \mathrm{such} \mathrm{that} \text{⨍'(c)=}$