State the domain and range of the following function π(π₯) = 1/(π₯β1) + 2
f(x)=1xβ1+2f(x)=\dfrac{1}{x-1}+2f(x)=xβ11β+2
xβ1=ΜΈ0=>x=ΜΈ1x-1\not=0=>x\not=1xβ1ξ =0=>xξ =1
Domain: (ββ,1)βͺ(1,β)(-\infin, 1)\cup(1, \infin)(ββ,1)βͺ(1,β)
Range: (ββ,2)βͺ(2,β)(-\infin, 2)\cup(2, \infin)(ββ,2)βͺ(2,β)
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