单选题   若x1满足2x+2x=5,x2满足2x+2log2(x-1)=5,x1+x2=______
    A.
    B.3
    C.
【正确答案】 C
【答案解析】由题意2x1+2x1=5,2x2+2log2(x2-1)=5,则2x1=5-2x1,x1=log2(5-2x1),即2x1=2log2(5-2x1)。令2x1=7-2t,将其代入上式得7-2t=2log2(2t-2)=2+2log2(t-1),则5-2t=2log2(t-1),故t=x2,于是2x1=7-2x2,。