(All Steps) Now, we have an equation with independent variable h and dependent variable A. This means that the surface area depends on the height of the
Question: Now, we have an equation with independent variable h and dependent variable A. This means that the surface area depends on the height of the can.
Find the derivative of the function and graph the derivative. Explain the function (i.e. the shape, domain, range, etc). Find the zeros of the curve. Explain the relationship between the function and the derivative of the function.
Deliverable: Word Document 
![[Solution Library] Analysis Conclusion What is the](/images/solutions/MC-solution-library-49353.jpg "[Solution Library] Analysis Conclusion What is the dimension of a")
[Solution Library] Analysis Conclusion What is the dimension of a
![[See Steps] How do you think this](/images/solutions/MC-solution-library-49354.jpg "[See Steps] How do you think this will change if we change the")
[See Steps] How do you think this will change if we change the
![[See Solution] Can the same computation be](/images/solutions/MC-solution-library-49355.jpg "[See Solution] Can the same computation be made if we used the radius")
[See Solution] Can the same computation be made if we used the radius
(Solution Library) Surface Area Suppose that you can only use only
![[Solved] Determine whether the sequence whose n](/images/solutions/MC-solution-library-49357.jpg "[Solved] Determine whether the sequence whose n th term is ln")
[Solved] Determine whether the sequence whose n th term is ln
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