Need help explaining and contrasting asymptotes considered for rational functions (see attachment). Exponential functions for real life situations.
Help would be appreciated.
Scenario: One of the archeologists you interviewed for your article is graphing asymptotes to illustrate the data generated through carbon dating the half-life of fossil specimens. Help him with his work by solving these problems:
1. Explain and contrast the types of asymptotes considered for rational functions.
2. Browse through some newspapers or magazines and find a situation that fits an exponential function. Explain why that data or situation fits an exponential function.
? Solve linear equations.
? Create graphs of functions.
? Use polynomial, rational, exponential and logarithmic functions.
Thank you very much.
This provides an explanation of asymptotes in functions and also shows a real-life exponential function.