Grades 5-6 Video Solutions 2022-2022_5-6

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The problem involves determining the maximum number of cubes in a structure within a 4x4 base and a maximum height of 3. By analyzing the top, front, and right views, we establish that certain cells have specific heights, and others are determined from these views' constraints. Adjusting the empty spaces to maximize cube usage while adhering to height limitations, it’s concluded that the maximum number of cubes that could have been used is 19. Thus, the solution to the problem sums up the calculated heights within the grid, yielding the answer as 19 cubes.