The function fff is defined by f(x)=2x+3x+2,x≠−2.f(x)=\frac{2x+3}{x+2},\qquad x\ne-2.f(x)=x+22x+3,x=−2. For which real values of xxx is f(f(x))>1f(f(x))>1f(f(x))>1? Ax>−53x>-\dfrac53x>−35Bx<−74 or x>−53x<-\dfrac74\ \text{or}\ x>-\dfrac53x<−47 or x>−35Cx<−2 or −2<x<−74 or x>−53x<-2\ \text{or}\ -2<x<-\dfrac74\ \text{or}\ x>-\dfrac53x<−2 or −2<x<−47 or x>−35D−74<x<−53-\dfrac74<x<-\dfrac53−47<x<−35Ex<−2 or −2<x<−74 or x≥−53x<-2\ \text{or}\ -2<x<-\dfrac74\ \text{or}\ x\geq-\dfrac53x<−2 or −2<x<−47 or x≥−35