19 Refer to the problem below and answer the succeeding questions:An open-box (top open) is made from a rectangular material of dimensions a = 15 inchesby b = 11 inches by cutting a square of side at each corner and turning up the sides(see the figure). (Hint: Determine the value of which results in a box with the maximumvolume)GX| b [Select]V = abx, what is the correct expression of the volume as a function of x?A. V(152) (11x) (2x)B.V(152x) (11 - 2x)C. V(152x) (11) xD. V(152x) (11- 2x) x[Select]29. What is the expanded form of the function?A. V165x52x² + 4x³B. V16552x + 4x²-C. V = 165x - 52x² + 4-D. V = 165x - 52x²30. What is the derivative of the volume?A. V' = 165B.V' =-52 + 12xC. V' = 165-104x + 12x²D. V' = -52x - 12[Select]28. If the volume of the box is given by the formula

Answered: Image /qna-images/answer/1df127b5-687c-4cab-95bf-7911d20217fa.jpg

Refer to the problem below and answer the succeeding questions: An open-box (top open) is made from a rectangular material of dimensions a = 15 inches by b= 11 inches by cutting a square of side at each corner and turning up the sides (see the figure). (Hint: Determine the value of which results in a box with the maximum volume)

Refer to the problem below and answer the succeeding questions: An open-box (top open) is made from a rectangular material of dimensions a = 15 inches by b= 11 inches by cutting a square of side at each corner and turning up the sides (see the figure). (Hint: Determine the value of which results in a box with the maximum volume)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter9: Quadratic Functions And Equations

Section9.2: Transformations Of Quadratic Functions

Problem 42HP

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