Asked by Jeff
The value of a baseball card can be modeled by exponential decay. The value will decrease at a rate of 0.2% each yeah. The card was originally valued at $250 in the year 2000.
A- Use the exponential decay formula to write an equation to model the situation.
B- Use your equation from PART A to predict the value in 2011.
C- Sketch the graph of the equation you wrote in PART A. Find its asymptote, domain, and range.
A- Use the exponential decay formula to write an equation to model the situation.
B- Use your equation from PART A to predict the value in 2011.
C- Sketch the graph of the equation you wrote in PART A. Find its asymptote, domain, and range.
Answers
Answered by
Steve
A: you have the starting value, and the decay factor, so
v(t) = 250 * 0.98^t
where t is the years since 2000
B: just plug in t=11
C: all pure exponentials look just the same, up to scaling.
v(t) = 250 * 0.98^t
where t is the years since 2000
B: just plug in t=11
C: all pure exponentials look just the same, up to scaling.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.