In a certain board game, a 12-sided number cube showing numbers 1–12 is rolled. If 4 such number cubes are rolled, what is the probability that at least 1 number cube will show a number 8 or larger?

On one roll, 7 of the 12 numbers are below 8, so the probability a cube does not show 8 or larger is 7/12. The probability that all 4 cubes show numbers below 8 is (7/12)^4 ≈ 0.1158. Therefore, the probability that at least one shows 8 or larger is 1 − 0.1158 = 0.8842, choice D.

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