Five integers between 10 and 99, inclusive, are to be formed by using each of the ten digits exactly once in such a way that the sum of the five integers is as small as possible.What is the greatest possible integer that could be among these five numbers?
98
91
59
50
37
Sum of integers in units place is: 9+8+7+6+0= 30
Sum of integers created with tens digit is: 50+40+30+20+10= 150
So, sum of five integers will always be 30+150 = 180 irrespective of wherever we place these single digit integers.
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