Six pairs of palindrome numbers with each pair totaling 585
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Given : pairs of palindrome numbers totaling 585
To Find : Pairs
Solution:
Palindrome numbers are those numbers which read same
leftwards & rightwards
To Get a total of 585
we need 3 digit numbers
Let say number is ABA
as it will read same leftward & rightward
ABA + ABA = 585
=> 100A + 10B + A + 100A + 10B + A = 585
=> 2 (101A + 10B) = 585
Not possible as
Left side is even number
& right side is odd number
Hence no such pair is possible
or data is wrong
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