Math  /  Data & Statistics

QuestionQuestion
You roll a fair, 5 -sided die, then you flip à coin. How many different potential outcomes are there? In the example above, how likely is it that you will roll a 5 and then flip Tails? In the same scenario, how likely is it that you will roll a number bigger than 1 and then flip Heads? In the example above, how likely is it that you will roll an odd number and then flip either Heads or Tails? You roll a pair of 6-sided dice. The total number of possible outcomes is: In this scenario, what is the probability that you rolled a 3 on the first die, and a 4 on the second die? In the same scenario, what is the probability that you rolled an even number on the first die, and an odd number on the second die? In the same scenario, what is the probability that you rolled a 2 or 3 on the first die, and a 6 on the second die? In the same scenario, what is the probability that you rolled a number bigger than 4 on the first die, and a number

Studdy Solution
There are **10** outcomes for the die and coin.
The probabilities are 110\frac{1}{10}, 25\frac{2}{5}, and 35\frac{3}{5}, respectively.
There are **36** outcomes for two dice.
The probabilities are 136\frac{1}{36}, 14\frac{1}{4}, 118\frac{1}{18}, and 19\frac{1}{9}, respectively.

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