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A cube is painted on the outside, then cut into 27 equally sized pieces in a 3 format. They are put in a bag,

A cube is painted on the outside, then cut into 27 equally sized pieces in a 33 format. They are put in a bag, then a. Two pi

A cube is painted on the outside, then cut into 27 equally sized pieces in a 3 format. They are put in a bag, then a. Two pieces are randomly selected and one counts the total number of painted sides. What is the probability that the total number of painted sides is 3? Show your calculations in detail. b. If one of the small cubes is randomly selected and rolled, what is the chance that it will not land with a painted side up?

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