0 Question 9 E 0/1 pt '0 3 23 19 (D Details Evaluating and Solving Exonential Functions TabaSue invested 12,650 dollars in a savings account that paid 6.5% interest compounded annually. Write the exponential equation A that represents TabaSue's investment where A is the accrued value of her savings and t is the time of the investment in years. AL= Determine how much money TabaSue will have after 15 years. Answer: After 15 years, TabaSue will have :] dollars in her savings account. (Round to the nearest penny/cent.) Determine how long it will take for TabaSue's investment to double. Answer: TabaSue's investment will have doubled in value after :] years. (Round to the nearest tenth.) Question Help: El Video Submit Question 0 Question 10 B 0/1 pt '0 3 2319 G Details Evaluating and Solving Exonential Functions Since 1992, the number of fish in Lake Beckett has been decreasing at a rate of 1.9% per year. In 1992, the population of fish was estimated to be 121 million. Use this information to answer the following: a) Write the exponential function P for this scenario where P is the fish population in millions t years after 1992. Exponential Function: P = :] b) Determine the number of fish in Lake Beckett in 1999. Answer: The population of fish in Lake Beckett in 1999 will be :] million fish. (Round to TWO decimal places.) c) Determine in what year the population of fish will be half the amount it was in 1992. Answer: The population of fish in Lake Beckett will be half of what it was in 1992 in the year [: (Give your answer as a year.) Question Help: El Video Submit