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Optimization Problems - Calculus
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Last Updated: September 21, 2026
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Summary
MATH 31.1/31.2 (Mathematical Analysis I) - Sections A and D Second Semester, SY 2019 - 2020 Richard B. Eden Department of ... This calculus video explains how to solve An ordinary soft drink can contains 355 ml (355 cm3) of soda. The can is made of aluminum, and the top of the can is typically ... Two numbers add to 50 and we need to maximize and minimize a random function involving those two variables. I'm not sure that ... I find the maximum volume of a cylindrical cup. The cup is made from a circular piece of metal, and a wedge is cut out. After the ...