find the inverse of the following function. find the domain range and asymptotes of each function f(x)= ln(8-x)

Question

anonymous · Answer

all I need is the graph part.. if you don't mind

anonymous · Answer

inverse of the logarithmic function is the exponential function, thus if$$y= \ln x $$then$$e^y = x$$domain of the logarithmic function is all positive values of the argument (part inside the logarithm, here 8-x)
Since 8-x would be positive for all values of x < 8 the domain for f(x) is x < 8 (write as a set of values) 
Range of the logarithmic function is all possible real values, thus range is R
when the inverse of the function f(x) is taken then the domain of f(x)  gets converted into the range of the inverse and vice versa.

anonymous · Answer

exactly what I have.. well not quite exactly, but on the same course... just don't know how to graph. can you help me with that part...
Please....

anonymous · Answer

|dw:1374434371673:dw|

anonymous · Answer

this is the graph for y = ln (8-x)

anonymous · Answer

Great Thanks... You deserve 4 medals

anonymous · Answer

Its been a pleasure :)