Suppose you want to simulate something with a 16% (4 in 25) chance of success. The most efficient way to simulate that with whole numbers would be to generate the numbers from 1 to , and arbitrarily choose number(s)_____ to represent a "success."

The most effective way to this with whole numbers is to find an irreducible fraction that represents 16%. Coincidentally, we were already given that 16% represents a 4 in 25 chance, which is an irreducible fraction.

Therefore, the most efficient way to do it is to generate numbers from 1 to 25, and then arbitrarily choose any four numbers (i.e. 6, 12, 18, 24) within that range to represent a success.

Suppose you want to simulate something with a 16% (4 in 25) chance of success. The most efficient way to simulate that with whole numbers would be to generate the numbers from 1 to______ , and arbitrarily choose number(s)___________ to represent a "success."

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Suppose you want to simulate something with a 16% (4 in 25) chance of success. The most efficient way to simulate that with whole numbers would be to generate the numbers from 1 to , and arbitrarily choose number(s)_____ to represent a "success."