Solve the problem: There are 28 green chips and 30 red chips. Each set of chips is going to be arranged into piles. Each pile must contain only one color. All piles must contain the same number of chips. What is the greatest number of chips that each pile can have?
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Answer:
The greatest number of chips that each pile could have would be 2.
Step-by-step explanation:
Given the circumstances where there must be only 1 color in each pile and all piles must contain the same number of chips the thing that we are going to find would be the GCF (Greatest common factor). The greatest common factor of 28 and 30 is "2".