Solve the following exponential inequalities. b. c. d. Solve the following applications Create an equation that represents the value of an investment years after the initial investment. The initial investment was P t $3200 and increases by12% each year (compounded annually). This would suggest that the account value could be modeled by . Determine how many years it should take for the investment to double in value. There are 15 virus particles known as a virion in a host and the number of virions doubles every hour and continues this model for the first 28 hours. The number of virion after hours can be found using the formula N t . How long will it take approximately for there to be 4,500,000 virions living in the host? There are initially 8 frogs living in a pond in the back of a farm. The number frogs can described by the formula . How many years will it take for the population of frogs to grow to 100 if the model continues?
Solve the following exponential inequalities. b. c. d. Solve the following applications Create an equation that represents the value P of an investment t years after the initial investment. The initial investment was $3200 and increases by12% each year (compounded annually). This would suggest that the account value could be modeled by . Determine how many years it should take for the investment to double in value. There are 15 virus particles known as a virion in a host and the number of virions doubles every hour and continues this model for the first 28 hours. The number of N virion after t hours can be found using the formula . How long will it take approximately for there to be 4,500,000 virions living in the host? There are initially 8 frogs living in a pond in the back of a farm. The number frogs can described by the formula . How many years will it take for the population of frogs to grow to 100 if the model continues?
05-07-ExponentialEquations-Blank.docx