15. The population of a large city is 425,000 in 2020. If the rate of growth each year for the next ten years is constant at 0.026 percent a). Find the equation that models the next ten year population for t years after 2020. P = b) Does this equation describe linear growth or exponential growth? c). Use this equation to predict the population (to nearest whole #) in 2025. d) Predict the population, to the nearest whole number in 2030.

Q: The number of trees present in a forest is declining at a rate of 120 trees per month. Start with…

A: Explanation: Given that,  Number of trees present in a forest is declining at a rate of 120 trees…

Q: Solve and show work. 2) The amount of hairs on Mr. Mahers head has been decreasing exponentially at…

A: Rate of decrement= 5.5% Initial number of hair = 110000 Let t being the number of years.

Q: It has been observed that a particular plant's growth is directly proportional to time. When we last…

A:

Q: The population of Glenbrook is 375,000 and is increasing at the rate of 2.25% per year. Predict when…

A: Given:The population of Glenbrook is 375,000 and is increasing at the rate of 2.25% per year.…

Q: Suppose that during the first year after its hatching, the weight of a duck increases at a rate…

A: Solution

Q: According to 2010 census data, Houston was the fourth largest city in the US. In 2011, its…

A: Given :  Population in 2011 is 2145,000 which is increase of 2.2% compared to the 2010 Let…

Q: 12. a) For the equation, A-62010 945), find the following Initial amount Growth factor, b) For the…

A: initial amount = 620 growth factor = 0.945 decay rate as percent = 5.5%

Q: a city grows at a rate directly proportional to its population. The initial pop. is 30 and it…

A: The rate of change of the variable (Population here) is proportion to the variable itself. Hence,…

Q: A colony of ants starts with an initial population of 50 and doubles every week for 2 months. a)…

A:

Q: 22. Per capita income. In 2009, U.S. per capita personal income I was $48,040. In 2012, it was…

A: It is given that the growth of US per capita income follows an exponential model. An exponential…

Q: With 800 bacteria and doubles about every month. a. Describe the input variable. b. Describe the…

A: Solution : Given that : A sample of bacteria starts with 800 bacteria and doubles about every month.…

Q: represent

A: We will find the equation for compounding.

Q: 2. The population of a town is decreasing at a rate of 1.8%/a. The current popula- tion of the town…

A:

Q: 1) In 2021, Jay purchases a car for S16,000. The value of the car depreciates (exponentially…

A: Since, you have posted more than one question,we solve the first one for you. For the remaining…

Q: Suppose the U.S. Census Bureau projects the population of Colorado to be 4.3 million in 2000 and 6.1…

A: The U.S. Census Bureau projects the population of Colorado to be 4.3 million in 2000 and 6.1 million…

Q: 5. Someone invests $3080 in an account at 6.3% interest compounded annually. Let f(t) be the value…

A: Given: Initial amount A = $3080 Interest rate r = 6.3% n = 1 (Annual compounding) Formula Used: f(t)…

Q: The yearbook staff at the high school expects to sell 500 yearbooks this year. They expect sales to…

A: The yearbook staff at the high school expects to sell 500 yearbooks this year. They expect sales to…

Q: A network server has an original value of 10, 000 and is to be depreciated linearly over 5 years…

A:

Q: When rabbits were first introduced to australia last century, they had no natural enemies so their…

A: Given,           When rabbits were first introduced to australia last century, they had no natural…

Q: A cheese manufacturer produces18,000 pounds of cheese from January 1 through March 24.Suppose that…

A:

Q: A colonial settlement started with 500 people and food sources adequate to feed 500 people. They are…

A: Note: “Since you have posted a question with multiple sub-parts, we will solve first three subparts…

Q: 2. a. Write an exponential equation of the form y = a(b)* that passes through the points (1, 6.4)…

A:

Q: 13. The value, V, of an antique is modelled by the equation V(2) = 4000(1.02)", where n represents…

A: Given :V(n)=4000(1.02)n

Q: 33. A family invested $2,000 into an account that pays 2% interest compounded annually. In the…

A: Given, P = $2000 r = 2% compounded annually