Three Dimensional Shapes Question
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Grade 11 Three Dimensional Shapes CCSS: HSF-IF.C.7, HSF-IF.C.7a, HSF-IF.C.7d, HSG-MG.A.3
Looking at the equation for surface area in the previous question as a function, S(r), where the surface area is a function of the radius, find the minimum surface area possible for the given volume. Round the answer to the nearest square centimeter.
Hint: Consider S(r) as two separate functions, and graph both of these. Then, consider the sum of these two functions.
Hint: Consider S(r) as two separate functions, and graph both of these. Then, consider the sum of these two functions.