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1.) Bacteria multiplies in a rate in which a bacteria splits into two new cells, thus doubling its number of cells. a) If we start with one bacteria at 6:00 pm which doubles in one hour, how many bacteria will we have at 6:00 am the following day? (hint: B= 1•2', B = no. of bacteria after t hours) Solution here: b) How many hours do we need to accumulate 2,147,483,648 bacteria?. No. of bacteria No. of hours passed 1 32 1,024 10 2,147,483,648 Solution here:

1.) Bacteria multiplies in a rate in which a bacteria splits into two new cells, thus doubling its number of cells. a) If we start with one bacteria at 6:00 pm which doubles in one hour, how many bacteria will we have at 6:00 am the following day? (hint: B= 1•2', B = no. of bacteria after t hours) Solution here: b) How many hours do we need to accumulate 2,147,483,648 bacteria?. No. of bacteria No. of hours passed 1 32 1,024 10 2,147,483,648 Solution here:

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 62E
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1.) Bacteria multiplies in a rate in which a bacteria splits into two new cells, thus doubling its number of cells. a) If we start with one bacteria at 6:00 pm which doubles in one hour, how many bacteria will we have at 6:00 am the following day? (hint: B = 1•2', B = no. of bacteria after t hours) Solution here: b) How many hours do we need to accumulate 2,147,483,648 bacteria? , No. of bacteria No. of hours passed 2 1 32 1,024 10 2,147,483,648 ? Solution here:
Transcribed Image Text:1.) Bacteria multiplies in a rate in which a bacteria splits into two new cells, thus doubling its number of cells. a) If we start with one bacteria at 6:00 pm which doubles in one hour, how many bacteria will we have at 6:00 am the following day? (hint: B = 1•2', B = no. of bacteria after t hours) Solution here: b) How many hours do we need to accumulate 2,147,483,648 bacteria? , No. of bacteria No. of hours passed 2 1 32 1,024 10 2,147,483,648 ? Solution here:
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