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A detailed image of a disturbingly gleaming white cube, perfectly proportioned, placed against a strikingly black background. Each face of the cube is adorned with a different number, ranging from one to six, represented by imprinted dots. A pair of unseen hands is shown in the act of rolling the cube, conveying a sense of motion. There is a sense of anticipation, waiting for the result of the roll. The image captures a moment frozen in time that indicates the theoretical prospect of the cube being rolled 36 times.

theoretically if you roll a number cube 36 times, how many times would you expect to roll the number one? could you also give me explanation? Thank you. and also answer as fast as possible.

Each time you have a 1 in 6 chance of rolling a number one,

(1/6) * 36 = 6

So -- 6/36 = 1/6

6 times.

Each roll, you have a one in six chance of rolling a one.

1/6 multiplied by 36 = 6

Theoretically if you roll a number cube 36 times, how many times would you expect to roll the number one?

I sharted

what if u roll 36 times, how many times would u expect to roll a 4

this did not help thnaks fpr wasting my time

If you roll a number cube 36 times, how many times do you expect to roll a 5?