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An Open Box Is to Be Made from a Square 66 inches 66 \text { inches }

Question 63

Multiple Choice

An open box is to be made from a square piece of cardboard, 66 inches 66 \text { inches } on a side,by cutting equal squares with sides of length x from the corners and turning up the sides (see figure below) .After determining the function V,in terms of x,that represents the volume of the box,use a graphing utility to estimate the dimensions that will maximize its volume.  An open box is to be made from a square piece of cardboard,  66 \text { inches }  on a side,by cutting equal squares with sides of length x from the corners and turning up the sides (see figure below) .After determining the function V,in terms of x,that represents the volume of the box,use a graphing utility to estimate the dimensions that will maximize its volume.     A)   22 ^ { \prime \prime } \times 22 ^ { \prime \prime } \times 11 ^ { \prime \prime }  B)   44 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 11 ^ { \prime \prime }  C)   44 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 22 ^ { \prime \prime }  D)   33 ^ { \prime \prime } \times 33 ^ { \prime \prime } \times 22 ^ { \prime \prime }  E)   11 ^ { \prime \prime } \times 11 ^ { \prime \prime } \times 5.5 ^ { \prime \prime }  An open box is to be made from a square piece of cardboard,  66 \text { inches }  on a side,by cutting equal squares with sides of length x from the corners and turning up the sides (see figure below) .After determining the function V,in terms of x,that represents the volume of the box,use a graphing utility to estimate the dimensions that will maximize its volume.     A)   22 ^ { \prime \prime } \times 22 ^ { \prime \prime } \times 11 ^ { \prime \prime }  B)   44 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 11 ^ { \prime \prime }  C)   44 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 22 ^ { \prime \prime }  D)   33 ^ { \prime \prime } \times 33 ^ { \prime \prime } \times 22 ^ { \prime \prime }  E)   11 ^ { \prime \prime } \times 11 ^ { \prime \prime } \times 5.5 ^ { \prime \prime }


A) 22×22×1122 ^ { \prime \prime } \times 22 ^ { \prime \prime } \times 11 ^ { \prime \prime }
B) 44×44×1144 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 11 ^ { \prime \prime }
C) 44×44×2244 ^ { \prime \prime } \times 44 ^ { \prime \prime } \times 22 ^ { \prime \prime }
D) 33×33×2233 ^ { \prime \prime } \times 33 ^ { \prime \prime } \times 22 ^ { \prime \prime }
E) 11×11×5.511 ^ { \prime \prime } \times 11 ^ { \prime \prime } \times 5.5 ^ { \prime \prime }

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