Asked by FKO

A group of 45 tokens is arranged into three piles such that each pile contains a different prime number of tokens. What is the greatest number of tokens possible in any of the three piles?

Thanks
Answered by tchrwill
37 + 3 + 5 = 45
Answered by Abigail
45 divided by three is 15!
Answered by tchrwill
A group of 45 tokens is arranged into three piles such that EACH PILE CONTAINS A DIFFERENT PRIME NUMBER OF TOKENS.
What is the greatest number of tokens possible in any of the three piles?

37 RESULTING IN 37 + 3 + 5 = 45.
Answered by Clauddd
45
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