(oddSum + evenSum) dividedBy: 10 You previously had _ isDivisibleBy: 10 which certainly works. Squeak, Pharo, and ST/X have #isDivisibleBy: VisualWorks. Dolphin, and GNU Smalltalk do not. Here's the code from Number.st in ST/X. isDivisibleBy:aNumber "return true, if the receiver can be divided by the argument, aNumber without a remainder. Notice, that the result is only worth trusting, if the receiver is an integer." aNumber = 0 ifTrue: [^ false]. aNumber isInteger ifFalse: [^ false]. ^ (self \\ aNumber) = 0 The comment is wrong: the question makes sense for any combination of exact numbers. When, as in this case, aNumber is a literal integer, all #isDivisibleBy: really adds is overhead. (oddSum + evenSum) \\ 10 = 0 is quite clear, and completely portable. On Fri, 1 May 2020 at 02:16, Roelof Wobben <r.wobben@home.nl> wrote:
Op 30-4-2020 om 16:06 schreef Richard O'Keefe:
This sounds very much like the Luhn test task at RosettaCode. https://rosettacode.org/wiki/Luhn_test_of_credit_card_numbers except that there it is described as working on the digits of an integer.
(1) There are two approaches to traversing a sequence in reverse. (A) Reverse the sequence, then traverse the copy forward. aString reverse do: [:each | ...] (B) Just traverse the sequence in reverse aString reverseDo: [:each | ...] My taste is for the second.
(2) There are two approaches to deleting spaces. (A) Make a copy of the string without spaces. x := aString reject: [:each | each = Character space]. x do: ... (B) Ignore spaces as you go: (i) aString do: [:each | each = Character space ifFalse: [...]] (ii) aString select: [:each | each ~= Character space] thenDo: [:each | ...]
Combining (1A) and (2A) you get very obvious code: (aString reject: [:each | each = Character space]) reverse do: [:digit } ...] Combining (1B) and (2Bi) you get more efficient code: aString reverseDo: [:digit | digit = Character space ifFalse: [ ...]]
By the way, let's start by checking that the character in the string *are* digits or spaces: (aString allSatisfy: [:each | each isDigit or: [each = Character s[ace]]) ifFalse: [^false],
(3) There are two approaches to doubling the even digits. (A) Make a new string that starts as a copy and change every second digit from the right. (B) Simply *act* as if this has been done; keep track of whether the current digit position is even or odd and multiply by 1 or 2 as appropriate. nextIsOdd := true. aString reverseDo: [:digit | digit = Character space ifFalse: [ nextIsOdd ifTrue: [oddSum := ...] ifFalse: [evenSum := ...]. nextIsOdd := nextIsOdd not]].
I *like* code that traverses a data structure exactly once and allocates no intermediate garbage, so I'd be making (B) choices.
For me , I use this to practice solving problems and doing the "right" steps. So I love it , that so many people share there way of solving it. I can learn a lot from it Expecially when they explain there thinking process so detailed.
I like this code also a lot. Am I correct for testing if it is a valid string by doing this ^ (oddSum + evenSum) dividedBy: 10
Roelof