Math, asked by usamabin, 3 months ago


13. A solid steel cylinder is to be produced so that the sum of its height h and diameter 2r is to be at most 3 units. Find
the dimensions that will maximize its volume. (r=1, h=1]​

Answers

Answered by Djsubbugovi
2

Answer:

13. A solid steel cylinder is to be produced so that the sum of its height h and diameter 2r is to be at most 3 units. Find

Step-by-step explanation:

13. A solid steel cylinder is to be produced so that the sum of its height h and diameter 2r is to be at most 3 units. Find

the dimensions that will maximize its volume. (r=1, h=1]13. A solid steel cylinder is to be produced so that the sum of its height h and diameter 2r is to be at most 3 units. Find

the dimensions that will maximize its volume. (r=1, h=1]13. A solid steel cylinder is to be produced so that the sum of its height h and diameter 2r is to be at most 3 units. Find

the dimensions that will maximize its volume. (r=1, h=1]

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