SOLUTION: how many two-digit positive integers are there with the property that the sum of the integers digit equals the product of those digits?
I can't find any, but I know there is 1. Th
Algebra ->
Divisibility and Prime Numbers
-> SOLUTION: how many two-digit positive integers are there with the property that the sum of the integers digit equals the product of those digits?
I can't find any, but I know there is 1. Th
Log On
Question 1171974: how many two-digit positive integers are there with the property that the sum of the integers digit equals the product of those digits?
I can't find any, but I know there is 1. Thank you. Answer by VFBundy(438) (Show Source):
