Given 5 twos, 4 threes, 6 fives and 3 sevens create a multiplication problem , partial products included.
I believe the solution is unique.
(In reply to
re: a solution by Ady TZIDON)
'My quest was for 3 digits multiplicand and 3 digits multiplier, three 4 digits "partial products" and a 6 digits result.'
I believe your quest is in error. A 3 digit multicand and 3 digit multiplier, with three 4 digit "partial products" and a 6 digits result gives 24 digits. There is a solution, however, with a 3 digit multiplicand and 2 digit multiplier with two 4 digits "partial products" and a 5 digit result.
775
x 33
2325
2325
25575
Besides the offer in my first post, there is no other solution where each number is in bsse-10 and no extraneous notation is used, such as using digits for exponentiation.
Edited on January 15, 2012, 12:20 am
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Posted by Dej Mar
on 2012-01-15 00:15:09 |