Let f= {x, 2x/2x + 1 :x€ R, x != -1/2} be a function from R into R. Find the range of f.and Let f= x, { (3x²/ 1+x²:x € R }be a function from R into R. Find the range of f.
(€ -belongs to..
!= -not equal to..)
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Answer:
since x>0
let y=2–3x
so x=(2-y)/3 given that x is positive
so (2-y)/3 >0
then 2-y>0
so y<2
hence range is open interval -infinity to 2
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