Answer:
To [tex]f(x)=0.5ln(x)}[/tex]
view graph
Step-by-step explanation:
To [tex]f(x)=0.5ln(x)}[/tex] we can say that [tex]f(x)=y=0.5ln(x)}[/tex] then we find cut points. For y=0 [tex]0=0.5ln(x)[/tex]⇒[tex]0=lnx\\e^{0}=e^{lnx}\\1=x[/tex]
as can be seen in the graph for any value of y greater that 0, x will always take values greater than 1, for values of y less than 0, x will take values less than 1
