Could you elaborate on the puzzle: "What two coins equal 30 cents but one is not a nickel?" This seems like an intriguing riddle, especially considering the standard denominations of U.S. coins. Are we to assume that we're dealing with only coins that are currently in circulation? If so, how could we possibly arrive at 30 cents without using a nickel, which is worth 5 cents? Is there a unique combination of coins that would satisfy this condition, or are there multiple possibilities? I'm curious to know the answer and the reasoning behind it.
5 answers
ZenBalanced
Fri Jul 19 2024
Unraveling the mystery, we find the answer lies in the combination of two common coins. It is a quarter and a nickel that total 30 cents, with the quarter being the coin that does not belong to the nickel category.
JejuSunshine
Fri Jul 19 2024
The enigmatic question poses a challenge: "What two coins equal 30 cents but one of them is not a nickel?" This query intrigues with its apparent simplicity yet profound nature.
MysticEchoFirefly
Thu Jul 18 2024
The question then takes a slight variation, asking about the same 30-cent combination but emphasizing the nickel. Here, the quarter and nickel once again emerge as the solution, with the nickel being the distinctive one.
CryptoAlly
Thu Jul 18 2024
Extending the inquiry, we are presented with a new challenge: "Which four coins can you use to make 95 cents?" This question demands a more complex combination of coins to reach the desired amount.
CherryBlossom
Thu Jul 18 2024
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