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Algebra 11 Online
OpenStudy (bieber896):

SOMEONE PLEASE HELP!!

OpenStudy (bieber896):

Bacteria are the most common example of exponential growth. Research and find a bacterium that grows each hour exponentially and determine how much it grows per hour. a.Suppose you start with one single bacterium. Make a table of values showingthe number of bacteria that will be present after each hour for the first sixhours. Then determine how many bacteria will be present once 24 hourshave passed. b.Explain why this table represents exponential growth. c.Using this example, explain why any number raised to a power of zero isequal to one. d.Write a rule for this table. e.Suppose you started with 100 bacteria, but they still grew by the samegrowth factor. How would your rule change? Explain your answer

OpenStudy (anonymous):

@bieber896 All of these questions are really easy to complete. But I'm not finding a bacteria that grows at an exponential rate for you. You have to do something yourself

OpenStudy (crabbyoldgamer):

Use Bing, Google or some other search to find that bacteria.

OpenStudy (bieber896):

i cant find a bacteria i need help!

OpenStudy (anonymous):

Can you paste a link or website as to what you are searching to find it so we can better understand what you need help with :P?

OpenStudy (anonymous):

@EliLightE No, the math section is correct. It is about exponential growth. It's like a mix of math and science

RhondaSommer (rhondasommer):

@Needhelpstudying it doesn't matter if you think that the questions are easy. You have to take into consideration that this person asking the question is not you. Maybe he/she doesn't know how to find a bacteria that grows at an exponential rate. You don't know. Our job here is to help others. Not judge whether something is easy or not. Be kind and help or don't say anything at all next time.

RhondaSommer (rhondasommer):

do you still need help @Bieber896 ?

OpenStudy (anonymous):

@RhondaSommer I agree, it was not my place to say it was easy. However, everyone is entitled to an opinion, so long as it is not offensive. Also, we can guide him through the problems, but we don't and should have to find the information and statistics for him first. @crabbyoldgamer and I both told @Bieber896 how to find the information.

RhondaSommer (rhondasommer):

-_- sorry for raging at you

OpenStudy (bieber896):

@RhondaSommer yes i do and thanks for having my back haha

OpenStudy (anonymous):

@RhondaSommer No problem :) @Bieber896 What exactly have you tried searching?

RhondaSommer (rhondasommer):

back; do you have a selected bacteria?

OpenStudy (anonymous):

@bieber896 You have to do something urself. Find the bacteria, and I'll help you with all the questions

OpenStudy (bieber896):

@Needhelpstudying sounds good :)

OpenStudy (bieber896):

I tried searching for a bacteria that grows each hour exponentially but no luck

OpenStudy (bieber896):

eColi?

OpenStudy (mathmale):

There'd be no right or wrong answer if you were to choose a certain bacteria as a sample: "Bacteria are the most common example of exponential growth. Research and find a bacterium that grows each hour exponentially and determine how much it grows per hour." You could invent your own equation for exponential growth of the bacteria population. Letting n = the number of bact. present, write \[n=Ne^t\]

OpenStudy (mathmale):

where N is the population of bacteria at time zero. More often than not, you'll see the form\[n=Ne ^{kt}\]

OpenStudy (mathmale):

where k is the "growth constant." You could choose an arbitrary value for k. The larger k is, the faster the bacteria multiply.

OpenStudy (bieber896):

@Needhelpstudying okay well i think I'm going to chose eColi since its been studied on for a long time

OpenStudy (anonymous):

@Bieber896 Alright, thats fine.

OpenStudy (bieber896):

@Needhelpstudying here's the link that I'm looking at http://brominej12.imascientist.org.uk/2012/06/18/how-fast-does-bacteria-grow/

OpenStudy (bieber896):

so in an hour, an ecoli cell will replicate into 8 cells

OpenStudy (anonymous):

Alright, that's a good resource. It states that an e.Coli cell splits into half every 20 minutes. Alright, so N is the population at time 0. Therefore, using @mathmale 's equation, N would be 1.

OpenStudy (anonymous):

@Bieber896 Hold on, I might be wrong. Give me about 5 minutes

OpenStudy (bieber896):

okay

OpenStudy (anonymous):

@Bieber896 Bro, I'm really sorry but I have to leave. I'll try to get back soon, but I can't promise anything. Try tagging some other people like @triciaal and @mathmale

OpenStudy (anonymous):

Bye

OpenStudy (bieber896):

im a girl but okay see ya let me know when you get back

OpenStudy (bieber896):

@triciaal do you think you can help?

OpenStudy (bieber896):

@Ghostgate are you good in algebra?

OpenStudy (anonymous):

what is it you are trying to do?

OpenStudy (ghostgate):

@Bieber896 Yes, for the most part I am, some areas I may have to review in order to understand it better, why do you have Algebra problems? I'll try to help you the best I can.

OpenStudy (bieber896):

i just made a table let me insert it

OpenStudy (anonymous):

you using this e.Coli cell splits into half every 20 minutes

OpenStudy (anonymous):

i would not phrase it as "splits in to half" what is weird maybe "the population doubles ever 20 minutes" would be better

OpenStudy (ghostgate):

You messed up, it would have been "the population doubles *every* 20 minutes".

OpenStudy (anonymous):

if that is the case, then the base of your exponential function could be 2, (since it doubles)

OpenStudy (bieber896):

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