Exponential Functions - Applications - Compound Interest - Growth and Decay
Exponential Functions - Applications - Compound Interest - Growth and Decay Worksheet
Number of Problems:
Applications on Exponential Functions
A. Find the compound amount at the end of 10 years on an original principal of $200 at 4%
1) compounded annually
2) compounded semi-annually
3) compounded quarterly
4) compounded continuously
B. What time is required to double a certain amount
1) compounded annually at 6%
2) compounded continuously at 6%
C. There are originally 1 000 bacteria in a culture, and 4 hours later there are 4 000. Find the rate of increase per hour of the bacteria.
D. In a certain chemical reaction, the original concentration of 0.03 is reduced to 0.01 in 4 minutes
1) What is the rate of decrease in concentration per minute?
2) What will be the concentration be in 10 minutes?
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