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Distinct Values Validation (Posted on 2014-10-16) Difficulty: 3 of 5
Each of x, y and z is a nonnegative integer such that:

(i) x+y+z = 94, and:
(ii) H = 4x+10y+19z

How many distinct values of H is possible?

  Submitted by K Sengupta    
Rating: 5.0000 (1 votes)
Solution: (Hide)
465 values of H are achievable.

For an explanation, refer to:

The solution submitted by Charlie in this location.

Charlie has suggested an alternative formulation here which was solved by him in this location.

Comments: ( You must be logged in to post comments.)
  Subject Author Date
SolutionBetter late than never. Computer solutionLarry2020-09-10 04:39:16
re(2): Simplified, no solutionJer2014-10-17 09:47:23
Some Thoughtsre: Alternative formulation, x+y+z <= 94Charlie2014-10-16 14:59:55
Some Thoughtsre: Simplified, no solutionAdy TZIDON2014-10-16 13:20:08
Some ThoughtsAlternative formulation, while it had been in the queueCharlie2014-10-16 10:52:31
Some Thoughtsre: Simplified, no solutionDej Mar2014-10-16 10:51:57
SolutionsolutionCharlie2014-10-16 10:39:49
Hints/TipsSimplified, no solutionJer2014-10-16 10:16:51
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