Suppose a population of cats doubles every year. If the population started with 2 cats, how...

Question

Question

Suppose a population of cats doubles every year. If the population started with 2 cats, how many cats will there be after 7 years?

math trigonometry

Answer 1

Answer #1

Answer 2

Similar Homework Help Questions

A certain material doubles in population every year. After 15 years, there are 1 billion atoms...

A certain material doubles in population every year. After 15 years, there are 1 billion atoms of the material. How long did it take for the material to reach 500 million atoms?
A population of bacteria doubles every 5 hours. If the initial size of the population is...

A population of bacteria doubles every 5 hours. If the initial size of the population is 1 (measured in millions). (a) Find the formula for the population P (t) after t hours. (b) What is the population after 15 hours? (c) When will the population reach 10 (measured in millions)?
The number of cells in a tumor doubles every 15 months. If the tumor begins with...

The number of cells in a tumor doubles every 15 months. If the tumor begins with a single cell, how many cells will there be after 2 years after 3 years? How may cells will there be after 2 years? (Do not round until the final answer. Then round to the nearest whole number as needed) How many cells will there be after 3 years? (Do not round until the final answer. Then round to the nearest whole number as...

The number of cells in a tumor doubles every 1.5 months. If the tumor begins with...

The number of cells in a tumor doubles every 1.5 months. If the tumor begins with a single cell, how many cells will there be after 2 years after 3 years How may cells will there be after 2 years? 59 (Do not round until the final answer. Then round to the nearest whole number as needed.) How many cells will there be after 3 years? er of mere (Do not round until the final answer. Then round to the...
(1 point) A population doubles every 17 years. Assuming exponential growth find the following: (a) The...

(1 point) A population doubles every 17 years. Assuming exponential growth find the following: (a) The annual growth rate is * %. help (numbers) (b) The continuous growth rate is ! % per year. help (numbers)
A certain microbe, growing at a rate proportional to its size, doubles its population every 10...

A certain microbe, growing at a rate proportional to its size, doubles its population every 10 hours. After 13 hours the total population has mass 560 grams. What was the initial mass? (Round your answer to 3 decimal places.) initial mass = grams Submit Answer Tries 0/3

We have to write some code to simulate rabbits population growth in Australia. We have determined...

We have to write some code to simulate rabbits population growth in Australia. We have determined that the rabbit population doubles every month. For example month 1- 2 rabbits, month 2 –4 rabbits, month 3 – 8 rabbits … We also have some dingo dogs who eat rabbits and who also increases in population. Each dingo dog eats 4 rabbits each month. The dingo population doubles every 6 months. (assume no deaths in dingoes, no one eats a dingo dog)...
drag the values to the appropiate blanks Reset Help 1. A population with an annual growth...

drag the values to the appropiate blanks Reset Help 1. A population with an annual growth rate of 3% doubles roughly every years. 2. A population with an annual growth rate of 4% doubles roughly every years. 3. A population with an annual growth rate of 7% doubles roughly every 980 years. 1,000 4. A population that doubles in size every 14 years has a growth rate of 1,750 percent. 2,333 5. A population that doubles in size every 35...
How long would it take for an initial population of 28 to reach a size of...

How long would it take for an initial population of 28 to reach a size of 320 wolves in the Greater Yellowstone Ecosystem (GYE)?Assume the population doubles every 7 years. Answer: _____ Years Please show work

A bacteria culture population of 50 bacteria doubles in size every 20 minutes. (8 marks) Establish the function rule that models this situation and graph it. How long will it take for the bacterial culture grow to a population of 250 000?

A bacteria culture population of 50 bacteria doubles in size every 20 minutes. (8 marks)a. Establish the function rule that models this situation and graph it.b. How long will it take for the bacterial culture grow to a population of 250 000?https://i.gyazo.com/2983af215c10aa16297e9001aa2d5210.png