The expected number of M&M's in the bag is 308 if the bag of M&M's is dumped on the table and you count 82 blue pieces.
The proportion can be expressed as a fraction or as a sign: between two integers. It is described as the comparison of two quantities to determine how many times one obtains the other.
The question is incomplete.
The complete question is:
A bag of M&Ms is dumped on the table and you count 82 blue pieces. Approximately how many M&Ms do you expect to be in the entire bag based on the proportions of the entire class if the number of blue pieces is 4 and the total is 15?
The number of blue pieces = 82
Let's suppose the total number of M&M is M.
Blue = (Number of blue/Total)×M
82 = (4/15)×M
M = 307.5 ≈ 308
Thus, the expected number of M&M's in the bag is 308 if the bag of M&M's is dumped on the table and you count 82 blue pieces.
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