Overload all relational operators (<, >, <=, >=, ==, and !=) for Box class. The boxes must be compared based on their volumes. The output should be the same as from the last assignment but now you must use overloaded operator functions instead of the normal member functions to accomplish your task. A sample output is given below:   There are 4 Boxes in this program. Box 1 dimensions: length = 5'-3", width = 2'-7.5", height = 3'-8" and volume = 50.53 Box 2 dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12 Box 3 dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12 Box 4 dimensions: length = 3'-3", width = 9'-3", height = 2'-4" and volume = 70.14 Box 2 and Box 3 are equal. The largest box has dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12 The smallest box has dimensions: length = 5'-3", width = 2'-7.5", height = 3'-8" and volume = 50.53

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Overload all relational operators (<, >, <=, >=, ==, and !=) for Box class. The boxes must

be compared based on their volumes. The output should be the same as from the last

assignment but now you must use overloaded operator functions instead of the normal

member functions to accomplish your task. A sample output is given below:

 

There are 4 Boxes in this program.

Box 1 dimensions: length = 5'-3", width = 2'-7.5", height = 3'-8" and volume = 50.53

Box 2 dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12

Box 3 dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12

Box 4 dimensions: length = 3'-3", width = 9'-3", height = 2'-4" and volume = 70.14

Box 2 and Box 3 are equal.

The largest box has dimensions: length = 4'-6", width = 9'-3", height = 2'-4" and volume = 97.12

The smallest box has dimensions: length = 5'-3", width = 2'-7.5", height = 3'-8" and volume = 50.53

 

 

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