I Need to find the domain and the vertical asymptotesLet f be the .pdf
0 likes8 views
The document discusses finding the domain and vertical asymptotes of the function f(x) = log1/10(x^4). It identifies x = 4 as the vertical asymptote and concludes that the domain is defined for x < 4. The logarithm is undefined at log 0, leading to these conclusions.
1 of 1
Download to read offline
More Related Content
More from forwardcom41 (20)
Recently uploaded (20)
I Need to find the domain and the vertical asymptotesLet f be the .pdf
- 1. I Need to find the domain and the vertical asymptotes Let f be the exponential function defined by f(x)= log1/10 ((x4)) Solution log 0 is undefined hence, x-4=0 is our vertical asymptote so, adding 4 both sides we get x-4+4=0+4 x=4 is our vertical asymptotes for domain: (x4)>0 dividing both sides by -1 hence, x-4<0 x<4 is our domain