Question

g(x) =log(x-50

Answer 1

what do you need to solve?

Answer 2

I need to scribe the transformations on the following graph of
f (x)  log( x)
. State the
placement of the vertical asymptote and x-intercept after the transformation. For
example, vertical shift up 2 or reflected about the x-axis are descriptions.

Answer 3

When you subtract 50 from x in the log function it is as if you are translating the whole curve along the x axis to the right by 50 units.

Answer 4

I apologize the formula is actually g(x)=log (x-5)

Answer 5

Okay, replace 50 with 5 in my previous comment.

The vertical asymptote of the normal log function (log(x)) occurs at x=0 because log(0) is not defined. Similarly, log(5-5) is not defined.

Answer 6

so a description of the transformation would be horizontal shift and 5 units to the ritht?