Solved

Postal Regulations Specify That the Combined Length and Girth of a Parcel

Question 126

Multiple Choice

Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches by Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches by Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches (see the figure below) . Then, Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches , and the volume Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches . So that Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches . Maximize Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches .) Postal regulations specify that the combined length and girth of a parcel sent by parcel post may not exceed 108 in. Find the dimensions of the rectangular package that would have the greatest possible volume under these regulations. (Hint: Let the dimensions of the box be by by (see the figure below) . Then, , and the volume . So that . Maximize .) A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches


A) x = 20 inches, y = 37 inches, z = 15 inches, V = 11,100 cubic inches
B) x = 18 inches, y = 18 inches, z = 15 inches, V = 4,860 cubic inches
C) x = 20 inches, y = 36 inches, z = 20 inches, V = 11,664 cubic inches
D) x = 20 inches, y = 36 inches, z = 15 inches, V = 11,100 cubic inches
E) x = 18 inches, y = 36 inches, z = 18 inches, V = 11,664 cubic inches

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q121: Find the critical point(s) of the function.

Q122: Find the critical point(s) of the function.

Q123: The total daily revenue (in dollars) that

Q124: Find the critical point(s) of the function.

Q125: Find the critical point(s) of the function.

Q127: Find the critical point(s) of the function.

Q128: The total weekly revenue (in dollars) of

Q129: Find the critical point(s) of the function.

Q130: Find the critical point(s) of the function.

Q131: Find the critical point(s) of the function.

Unlock this Answer For Free Now!

View this answer and more for free by performing one of the following actions

qr-code

Scan the QR code to install the App and get 2 free unlocks

upload documents

Unlock quizzes for free by uploading documents