Applications Jul 9 Written By Dan Ray Finding the time to reach a limit in a word problem on exponential growth or decay (1 of 10) Finding the time in a word problem on compound interest (2 of 10) Finding the time given an exponential function with base e that models a real-world situation (3 of 10) Finding the final amount in a word problem on continuous compound interest (4 of 10) Finding the initial amount in a word problem on continuous compound interest (5 of 10) Finding the final amount in a word problem on continuous exponential growth or decay (6 of 10) Finding the rate or time in a word problem on continuous exponential growth or decay (7 of 10) Finding half-life or doubling time (8 of 10) Writing and evaluating a function modeling continuous exponential growth or decay given doubling time or half-life (9 of 10) Writing and evaluating a function modeling continuous exponential growth or decay given two outputs (10 of 10) Exponential and Logarithmic Functions Dan Ray
Applications Jul 9 Written By Dan Ray Finding the time to reach a limit in a word problem on exponential growth or decay (1 of 10) Finding the time in a word problem on compound interest (2 of 10) Finding the time given an exponential function with base e that models a real-world situation (3 of 10) Finding the final amount in a word problem on continuous compound interest (4 of 10) Finding the initial amount in a word problem on continuous compound interest (5 of 10) Finding the final amount in a word problem on continuous exponential growth or decay (6 of 10) Finding the rate or time in a word problem on continuous exponential growth or decay (7 of 10) Finding half-life or doubling time (8 of 10) Writing and evaluating a function modeling continuous exponential growth or decay given doubling time or half-life (9 of 10) Writing and evaluating a function modeling continuous exponential growth or decay given two outputs (10 of 10) Exponential and Logarithmic Functions Dan Ray
