Question: 3. Convert your recursive definition into iteration notation . Explain how you made your conversion. an=150+(0.4*an-1) f(x)=0.4x+150 XO= 150 The function was 0.4x so when

3. Convert your recursive definition into iteration notation . Explain how you made your conversion. an=150+(0.4*an-1) f(x)=0.4x+150 XO= 150 The function was 0.4x so when you apply that to the recursive, you get your full iteration notation since we already know that the initial value is 150mg. 4. Use iterative form to give its first 3 iterates . Explain how you determined your answer x0=150 x1= 150+0.4(150)=210 x2= 150+0.4(210)=234 5. Use your iterative form to find out how much medication is in Aldi's bloodstream right before Haidar gives him his last dose of medication . Show your work . x3= 150+0.4(234)=243.6 x4= 150+0.4(243.6)=247.4 x5=150+0.4(247.4)=248.9 x6=150+0.4(248.9)=249.5 x7=150+0.4(249.5)=249.8 x8=150+0.4(249.8)=249.9 6. Examine your answer to question 5. Does the amount of medication in Aldi's system seem to be approaching a certain value ? If so, what is the value ? Use Desmos to plot the points that represent the first 9 iterates . Provide a screenshot of your plot . What kind of shape do you see in the points? That value that it is approaching is 250mg as a maximum, from x6 to x8 they all are in the value of 249 barely going up by 10ths of mgs. I see a graph that is coming to a limited factor or value

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