using matlab: You are restructuring the way that prices are calculated at USPS. Instead of paying by weight, everyone now pays $1 per package, regardless of weight. But, packages must fit into the following requirement: all dimensions (length, width, height) must be individually less than or equal to 10 inches. So, a package that is 9x9x9 can ship, but a package that is 1x1x13 cannot (because 13 is greater than 10). Calculate the following: The total number of possible combinations of dimensions for any shippable box All the possible combinations of those dimensions (display in the command window) BONUS: Make this problem work for any N-dimensional box. Ask the user to input a number of dimensions (3 is the homework - try 5 or 6). 10 is still the maximum dimension. Calculate the same outputs as above. (For example, a 5 dimension solution of [1 1 1 1 1] is acceptable, but [1 1 1 24 1] is not.