Inputs:
- Target number: 20
- Factors: [19]
Output
- 19
| DIGITS = { | |
| '0' => 0, '1' => 1, '2' => 2, '3' => 3, '4' => 4, | |
| '5' => 5, '6' => 6, '7' => 7, '8' => 8, '9' => 9 | |
| } | |
| def string_to_integer(string) | |
| # todo | |
| end |
| pragma solidity >= 0.5.0 < 0.6.3; |
| function sumOfMultiples(targetNumber, factors) { | |
| var multiples = []; | |
| if (factors.length === 0) { | |
| factors = [3, 5]; | |
| } | |
| factors.forEach(function(factor) { | |
| var currentMultiple; | |
| for (currentMultiple = factor; currentMultiple < targetNumber; currentMultiple += factor) { | |
| if (multiples.indexOf(currentMultiple) === -1) { |
| def sum_of_multiples(target, factors) | |
| multiples = [] | |
| factors = [3, 5] if factors.length == 0 | |
| factors.each do |factor| | |
| current_multiple = factor | |
| while current_multiple < target | |
| multiples << current_multiple | |
| current_multiple += factor |
Determine a list of all multiples of a set of factors up to a target value, then filter the list of multiples to the unique values. Finally, compute and return the sum of the unique multiples.
multiples that will contain the list of multiples.[3, 5]factor in the factors list:
current_multiple to factor to keep track of the multiples of factor.current_multiple < target
current_multiple to multiples.factor to current_multiple.multiples.A mental model is an explanation of someone's thought process about how something works in the real world (source: wikipedia)