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We don't want the height of the stores as we know we have to place the cubical boxes up to the height of 7 m
now Volume of the 1st store with height = 7 is 16*13*7 = 1456
and
volume of 2nd cuboid box ( it is now cuboid since the height is not the same as l and b) = 8*8*7 = 448
therefore total number of boxes which have edge = 1 m
is 1456+448 = 1904
now Volume of the 1st store with height = 7 is 16*13*7 = 1456
and
volume of 2nd cuboid box ( it is now cuboid since the height is not the same as l and b) = 8*8*7 = 448
therefore total number of boxes which have edge = 1 m
is 1456+448 = 1904
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