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To determine the possible dimensions for a case of toys containing 10 cubic boxes, we first need to find the volume of each box. Let's assume the box dimensions are length (l), width (w), and height (h). The volume of each box would be l * w * h. Since there are 10 boxes in a case, the total volume of the case would be 10 times the volume of one box. Therefore, any set of dimensions (l, w, h) that satisfies the equation 10 * l * w * h gives the possible dimensions for a case of toys.
assuming by boxes you mean squares in two dimensions its easy. Make the five boxes all next to each other so they share sides then remove two toothpicks here the top and bottom of a middle box and you are left with 4.
The dimensions of the case will depend on the dimensions of the individual boxes. Volume alone does not provide enough information to determine the dimensions since a cubic foot box can be 1 ft x 1 ft x 1 ft, or it can be 1 in x 1 in x 144 ft. The latter is unlikely but it illustrates how poorly specified the problem is.
They have a machine that counts the money of what ever number the bankers type in