题目如图,等腰Rt△ABCRt\triangle ABCRt△ABC中,∠ACB=90∘\angle ACB=90^{\circ}∠ACB=90∘,CA=CBCA=CBCA=CB,过点CCC作CD⊥ABCD\bot ABCD⊥AB于点DDD,点EEE为线段ADADAD上一点,连接CECECE,点FFF为线段CECECE上一点,连接BFBFBF交CDCDCD于点GGG,连接DFDFDF,若CG=AECG=AECG=AE,DF=2DF=\sqrt{2}DF=2,则EF+GF=______.EF+GF= \_\_\_\_\_\_.EF+GF=______.知识点:解直角三角形章节:图形的变化 / 锐角三角函数