How to get better at optimization calculus 1 problems

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Struggling with optimization problems in Stewart's Calculus is common, particularly when visualizing the problem's geometric aspects. Understanding the graphical representation of optimization scenarios is crucial for grasping the concepts. While the upcoming test will only feature one optimization problem, the desire to deepen understanding is evident. Revisiting geometry after the semester could enhance skills in this area, especially with resources like Kiselev's planimetry and stereometry. However, starting these materials mid-semester may not be practical. The discussion also highlights a parallel with related rates, indicating that practice is essential for mastering these concepts. Engaging with specific examples of optimization problems can help clarify misunderstandings and improve overall comprehension.
TitoSmooth
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Im having trouble starting the harder optimization problems in stewarts calculus (calculus 1). I noticed one of my major problems is not knowing how the picture of the optimized problem looks like.

My test is only going to contain one optimization problem. So I am not worried about failing. My problem is I want to understand. Will returning to geometry after the semester ends help me get better at these types of problem? I have kisselev planametry and sterometry on hand but I think it is too late to start looking at them now during the semester.

I had a similar problem with related rates. I understand everything else tho.
 
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Can you give an example of an optimization problem that you're having troubles with and can you try to explain what is bothering you?
 
how do i get to carnegie hall? practice, practice.
 

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