i just need to figure out if the solution is a Mortality or reproduction
this is an example of how my graph should look like
Number of Bacteria, in Thousands Strain A Strain B Strain C Strain D Total 90 65 40 15 210 Day Starting Population 1 10% of Total -- -- 1 21 4 Number of Strains Present 1 - -- 4 10% of Total / Strains Present 5 5 5 5 Population After Bodily Defenses 85 60 35 10 Mortality or Reproduction Final Population Day Startina Danas Suppose you develop PIPDD, and visit your doctor. Your doctor prescribes a Naquadria regimen of one pill every day for ten days. Let's assume you follow your doctor's orders, and dutifully take the antibiotic for the next ten days. We can use our Model to examine what happens to the bacteria in your body over this time. First, we need to know how many bacteria of each Strain are in your body at the beginning. This would never be known in reality, but we need to know it for our Model. Let's assume your infection starts on day 1 with the following numbers of bacteria: Strain A = 90,000; Strain B = 65,000; Strain C = 40,000; Strain D = 15,000 Now we need to know which Strains are going to be killed by the antibiotic today, and which Strains aren't. at's day 1 of treatment. Our Model indicates that only Strain A will die from Naquadria today. And, according to our Model, this also means that Strain A won't reproduce today. On the other hand, since Strains B, C, and D are not killed by the drug today, they will reproduce. Let's record this information. An 'M' in the Table means that a Strain suffers Mortality from Naquadria today, while an 'R' means that a Strain reproduces instead. Number of Bacteria, in Thousands: Strain A Strain B Strain C 50 40 30 Day 1 Strain D 20 Total 140 14 4 Starting Population 10% of Total Number of Strains Present 10% of Total / Strains Present Population After Bodily Defenses Mortality or Reproduction 4 46 M 4 36 R 4 26 R 4 16 R Page 13 of 28 Number of Bacteria, in Thousands Strain A Strain B Strain C Strain D Total 90 65 40 15 210 Day Starting Population 1 10% of Total -- -- 1 21 4 Number of Strains Present 1 - -- 4 10% of Total / Strains Present 5 5 5 5 Population After Bodily Defenses 85 60 35 10 Mortality or Reproduction Final Population Day Startina Danas Suppose you develop PIPDD, and visit your doctor. Your doctor prescribes a Naquadria regimen of one pill every day for ten days. Let's assume you follow your doctor's orders, and dutifully take the antibiotic for the next ten days. We can use our Model to examine what happens to the bacteria in your body over this time. First, we need to know how many bacteria of each Strain are in your body at the beginning. This would never be known in reality, but we need to know it for our Model. Let's assume your infection starts on day 1 with the following numbers of bacteria: Strain A = 90,000; Strain B = 65,000; Strain C = 40,000; Strain D = 15,000 Now we need to know which Strains are going to be killed by the antibiotic today, and which Strains aren't. at's day 1 of treatment. Our Model indicates that only Strain A will die from Naquadria today. And, according to our Model, this also means that Strain A won't reproduce today. On the other hand, since Strains B, C, and D are not killed by the drug today, they will reproduce. Let's record this information. An 'M' in the Table means that a Strain suffers Mortality from Naquadria today, while an 'R' means that a Strain reproduces instead. Number of Bacteria, in Thousands: Strain A Strain B Strain C 50 40 30 Day 1 Strain D 20 Total 140 14 4 Starting Population 10% of Total Number of Strains Present 10% of Total / Strains Present Population After Bodily Defenses Mortality or Reproduction 4 46 M 4 36 R 4 26 R 4 16 R Page 13 of 28
