There are \(4\) types of boxes of \(\color{Red}{\mathrm{apples}}\),

\(\bullet \quad\) boxes containing \(40\) \(\color{Red}{\mathrm{apples}}\),

\(\bullet \quad\) boxes containing \(16\) \(\color{Red}{\mathrm{apples}}\),

\(\bullet \quad\) boxes containing \(56\) \(\color{Red}{\mathrm{apples}}\),

\(\bullet \quad\) boxes containing \(32\) \(\color{Red}{\mathrm{apples}}\),

Then find the maximum number of \(\color{Red}{\mathrm{apples}}\) less than \(2014\) which can be given by giving some boxes of some of the types stated above.

**Details and assumptions**:-

You are allowed to give 0 boxes of a certain type(s), and thus, find the maximum number.

This problem is a part of the set Vegetable Combinatorics , try other problems too !

×

Problem Loading...

Note Loading...

Set Loading...