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If 1 is subtracted from each odd digit of each of the numbers first and then each perfect square digit is changed into 5, what is the sum of the least and the greatest number in the sequence thus obtained?
1338
1448
None of these
The given sequence: 867 495 736 592 619 Subtracting 1 from each even digit of each of the numbers: 866 484 626 482 608 Changing every perfect square digit into 5, we get: 866 585 626 582 608 The sum of the least and the greatest number: 582 + 866 = 1448
By: Amit Kumar ProfileResourcesReport error
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