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F(x)=3x-1
G(x)=x/(x-1)
FoG⁻¹(x)=....
F⁻¹(x)=3x-1
y=3x-1
y+1=3x
(y+1)/3=x
1/3(x+1)=x
G⁻¹(x)=x/x-1
y=x/x-1
y(x-1)=x
xy-y=x
xy-x=y
x(y-1)=y
x=y/(y-1)
x=x/(x-1)
FoG⁻¹(x)=G⁻¹oF⁻¹
=G⁻¹(F⁻¹(x))
=1/3(x+1)/((1/3(x+1)-1))
=1/3(x+1)/(1/3(x)+1/3-1)
=1/3(x+1)/1/3(x)+1/3-3/3)
=1/3(x+1)/(1/3x-2/3)
=1/3(x+1)/(1/3(x-2))
-------------------- x3
=(x+1)/(x-2)
Pilihan B.
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