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Picking a blue marble, a green marble, and another blue marble (replacing it in the bag each time) from a bag of 2 blues, 4 reds, and 4 greens
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Picking a blue marble, a green marble, and another blue marble (replacing it in the bag each time) from a bag of 2 blues, 4 reds, and 4 greens
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Oct 5, 2022
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Picking a blue marble, a green marble, and another blue marble (replacing it in the bag each time) from a bag of 2 blues, 4 reds, and 4 greens
Mathematics
high-school
BonJon
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4 green marbles yeah
Geoff Williams
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Oct 10, 2022
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Geoff Williams
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