Optimization, find the best possible choice.
Turn a word problem into one function. Use its derivative, the allowed choices and the endpoints to find the greatest area, the most volume or the lowest cost.
What can change, and what stays fixed?
What can change, and what stays fixed?
This is the constraint: the rule every allowed shape must obey. At either end of the slider, the rectangle collapses.
Two numbers with a fixed sum
Need a hand setting up an optimization problem?
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Questions, answered.
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See all questionsIn person, we meet at the SFU Burnaby campus or in a private meeting room near Brentwood in Burnaby. Online sessions run on Zoom. You choose when you book.
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