Question

The current population of a certain bacteria is 4952 organism. It is believed that bacteria's population...

The current population of a certain bacteria is 4952 organism. It is believed that bacteria's population is tripling every 10 minutes. Approximate the population of the bacteria 2 minutes from now.

the answer i got was 6169 organisms, but that was wrong.

Homework Answers

Answer #1

6169 is correct answer

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. How does basic chemistry differ within a particular species of organism? A. Certain chemicals may...
1. How does basic chemistry differ within a particular species of organism? A. Certain chemicals may vary greatly from one individual to another. B. Most chemical compounds are completely different in different individuals. C. It is impossible to know the basic biochemistry of the species. 2. Which organisms are most closely related to each other? A. A mushroom and a snail B. An orchid and a bee C. Algae and bacteria
a) The population of a bacteria colony triples every 4 hours. If the population now is...
a) The population of a bacteria colony triples every 4 hours. If the population now is 100, what expression would give me the population of the colony in the future? What is the population of the colony tomorrow at this time? b) Three years ago I purchased a car for $35000.00. I just found out the car has a value of $20012.55. a) Create an algebraic model to represent this depreciation. b) Use this model to estimate the value of...
The rate of growth dP/dt of a population of bacteria is proportional to the square root...
The rate of growth dP/dt of a population of bacteria is proportional to the square root of t with a constant coefficient of 7, where P is the population size and t is the time in days (0≤t≤10). The initial size of the population is 600. Approximate the population after 7 days. Round the answer to the nearest integer.
The population of a bacteria is halving every 20 hours. a) How long does it take...
The population of a bacteria is halving every 20 hours. a) How long does it take the population to reduce to 10% of the initial number? b) Find the approximating and exact decay rate. c) Suppose the initial population is 1,500. Find the population of this bacteria after 2 days.
1. How does basic chemistry differ within a particular species of organism? A. Certain chemicals may...
1. How does basic chemistry differ within a particular species of organism? A. Certain chemicals may vary greatly from one individual to another. B. Most chemical compounds are completely different in different individuals. C. The individuals are all identical in terms of biochemistry. D. It is impossible to know the basic biochemistry of the species. 2. Which organisms are most closely related to each other? A. A mushroom and a snail B. An orchid and a bee C. Bacteria and...
A population of bacteria, growing according to the Malthusian model, doubles itself in 10 days. If...
A population of bacteria, growing according to the Malthusian model, doubles itself in 10 days. If there are 1000 bacteria present initially, how long will it take the population to reach 10,000? Please show all work and steps clearly so I can follow your logic and learn to solve similar ones myself. I will rate your answer and provide positive feedback. Thank you kindly!
The population of mosquitoes in a certain area increases at a rate proportional to the current...
The population of mosquitoes in a certain area increases at a rate proportional to the current population, and in the absence of other factors, the population doubles each week. There are 200,000 mosquitoes in the area initially, and predators (birds, bats, and so forth) eat 50,000 mosquitoes/day. Determine the population of mosquitoes in the area at any time. (Note that the variable represents days.) Correct answer : 200000*e^(ln(2)/7*t)-350000/ln(2)*(e^(ln(2)/7*t)-1)
Please answer a and b Water in a reservoir is contaminated with a certain type of...
Please answer a and b Water in a reservoir is contaminated with a certain type of bacteria which occurs according to a Poisson Process with a mean rate of 2 bacteria every 10 liters. If you test one liter of water per day, a) [5] what is the probability that you will find at least one of these bacteria in one week? b) [5] what is the probability that the third bacteria found occurs within the first 4 litres tested
The average work week for engineers in a start-up company is believed to be about 60...
The average work week for engineers in a start-up company is believed to be about 60 hours. A newly hired engineer hopes that it's shorter. She asks 10 engineering friends in start-ups for the lengths of their average work weeks. Based on the results that follow, should she count on the average work week to be shorter than 60 hours? Conduct a hypothesis test at the 5% level. Data (length of average work week): 70; 45; 55; 60; 65; 60;...
(2 pts) A population of bacteria doubles every 8 hours. We start with 250 cells. How...
(2 pts) A population of bacteria doubles every 8 hours. We start with 250 cells. How many will we have after 5 days. Use the simple formula, y = ab^x where b = 2 for doubling increment. (2 pts) Now use the general formula. y(t) = a × e^kt. At 0 days, we have 250 cells. At 15 days with have 8,192,000 cells. What is the rate constant in units of days^-1. (2 pts) A scientist will recognize that 0.693...