Prove that given an unlimited supply of 6-cent coins, 10-cent coins, and 15-cent coins, one can make any amount of change larger
than 29 cents.
1 answer:
30¢ = 2×15¢
31¢ = 15¢ +10¢ +6¢
32¢ = 2×10¢ +2×6¢
33¢ = 15¢ +3×6¢
34¢ = 10¢ +4×6¢
35¢ = 15¢ +2×10¢
From this 6¢ range, any subsequent values can be reached by adding multiples of 6¢ to these numbers. For example, 36¢ = 2×15¢ +6¢.
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