You roll a dice twice. What is the probability that you will roll each of the following pairs of numbers.
Please answer with explanation, and show formula.
1. 6 then 5
2. 6 then 2 or 5
3. 6 then number less than 4
4. even number then 2 or 5
5. 1 and 1
6. even number then odd number

Solution Summary

This provides several examples of probabilities with rolled dice.

... Frequencies of Dice Roll Combinations and Probabilities of Dice Rolls ... number will come up if the dice are rolled ... 36 pairs can occur at the same probability 1/36 ...

The solution gives an intuitive approach to probability problems involving dice. The technique is illustrated by calculating probabilities for the game of ...

... b. Assign probabilities to the sample points in part a. c. Find the probability of each of the following events: A = {3 showing on each die} B = {sum of two ...

... that the die shows more than 1, the die may show 2, 3, 4, 5 or 6. Since each number has a probability of 1/6, P (A) will be the sum of their probabilities: ...

... So the probability of the event of interest is (1/6)(1/6)(1/6)(1/6). The solution shows how to calculate probabilities when rolling dice, flipping a coin, and ...

... What is the probability of the following outcomes: ... of the two numbers you roll from the dice is 9 ... of 52 cards (no jokers), what are the following probabilities: ...