Use Transformations to Graph the Function $f(x)=4^{(x-1)}$ A) Domain of F $( - \infty , \infty )$

question 294

Multiple Choice

Use transformations to graph the function. Determine the domain, range, and horizontal asymptote of the function.
- $f(x) =4^{(x-1) }$

• A) domain of f: \(( - \infty , \infty )\); range of \(\mathrm { f } : ( 0 , \infty )\) horizontal asymptote: \(y = 0\)
• B) domain of \(f : ( - \infty , \infty )\); range of \(f : ( 0 , \infty )\) ) horizontal asymptote: \(y = 0\)
• C) domain of \(\mathrm { f } : ( - \infty , \infty )\); range of \(\mathrm { f } : ( - \infty , 0 )\) horizontal asymptote: \(y = 0\)
• D) domain of \(f : ( - \infty , \infty )\); range of \(f : ( - \infty , 0 )\) horizontal asymptote: \(y = 0\)

---

Definitions:

Lingerie Store

A commercial establishment that specializes in selling women's underwear, nightwear, and similar intimate apparel.

Rollback Technique

A method used in recovery and error-checking that involves reverting a system or process to a previous safe state.

Decision Tree

A graphical representation used in decision analysis to visually and explicitly represent decisions and decision making.

Revised Probability

An updated chance or likelihood of an event occurring after taking into consideration new evidence or information.