,24410,3,2609,3,3818,3,4967,4,41126,5,41206,6,31086,7,2845,2,8804,2,9721,7,749TEST FOR THE MAXI PRODUCTIn my test for the maximum product I will use a combination that has not been used in the table.5 x 5 x 5=125This is bigger than the highest number in the table. So I will use 125 as my maxi product.Starting number 18TRIPLE NUMBERS THAT TOTAL 18PRODUCT18,0,0016,1,11615,2,13014,2,25613,2,37812,3,310811,3,413210,4,41609,5,41808,5,52007,5,62106,6,62165,7,62104,7,71963,5,101502,8,81281,8,972TEST FOR THE MAXI PRODUCTBecause I have looked on the results of the previous tables I am going to assume my maxi product is 6 x 6 x 6=216Starting numbersTriple numbers which give maxi productValue of maxi product124 x 4 x 46493 x 3 x 327155 x 5 x 5125186 x 6 x 6216mm/n x m/n x m/n(m/n)ⁿm again represents the starting number and n represents 3 because the starting number was split into three parts.For an example: 12/3=44=64This part observes the number split into quadruples. Again, I have to come up with a formula that represents the maxi product of a number split into quadruples.Starting number 12QUADRUPLES WHICH TOTAL 12PRODUCT12,0,0,009,1,1,198,2,1,1167,2,2,1286,2,2,2485,3,2,2604,3,3,2723,3,3,3812,2,4,4641,3,3,545TEST FOR THE MAXI PRODUCT81 looks to be the highest in the table, however I will check 4.9 x 3.75 x 2.1 x 1.25=48.233.5 x 3.5 x 3.5 x 1.5= 64.31No, so my maxi product is 81.Starting number 16QUADRUPLES WHICH TOTAL 16PRODUCT13,1,1,11312,2,1,12411,2,2,14410,2,2,2809,2,2,31088,4,3,1967,3,3,31896,5,2,31805,4,4,32404,4,4,42563,11,2,1662,6,6,21441,10,2,360TEST FOR THE MAXI PRODUCT5.5 x 4.5 x 3 x 3=222.75This is not the maxi product it is too low.4 x 4 x 4 x 4=256This is the maximum product as it is the highest.Starting number 14QUADRUPLES WHICH TOTAL 14PRODUCT14,0,0,0011,1,1,11110,1,1,2209,1,2,2368,2,2,2647,2,4,1566,6,1,1365,4,4,1804,4,4,21283,4,6,1722,3,3,6108TEST FOR THE MAXI PRODUCT3.75 x 3.25 x 3 x 4= 146.25I am going to try a differen...
