P(t) = 7et/8 Your computer continues with a note from the files that the alien civilization performed these calculations on the linearization of P (t). Therefore, you will need to linearize P (t) and then use that model to determine when to remove the light source to have 7.21 million bacteria. Your linearization should be around t = 0, since this is the time when the light source is switched on. a √a |a| 7 sin (a) ?
P(t) = 7et/8 Your computer continues with a note from the files that the alien civilization performed these calculations on the linearization of P (t). Therefore, you will need to linearize P (t) and then use that model to determine when to remove the light source to have 7.21 million bacteria. Your linearization should be around t = 0, since this is the time when the light source is switched on. a √a |a| 7 sin (a) ?
Chapter6: Systems Of Equations And Inequalities
Section: Chapter Questions
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Step 1: Introducing the given information
VIEWStep 2: Introduce to the formulas to be used
VIEWStep 3: Differentiating the function P(t) and finding its value at t = 0
VIEWStep 4: Determining the linearization of P(t) at t = 0
VIEWStep 5: Determining the number of minutes to turn off the light to generate a population of 7.21 millions
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