91Ó°ÊÓ

When a die is rolled, the number of dots (n) facing up is recorded. Then a coin is tossed that many times (n) and the number of heads (k) that appear is counted. If a die is tossed and it comes up six, the coin will be tossed six times and the head will appear four times. The experiment's result can then be represented as (6, 4).

Possible outcome:
$$\begin{gathered} U=\{\left(1,0\right),\left(1,1\right),\left(2,0\right),\left(2,1\right),\left(2,2\right),\left(3,0\right),\left(3,1\right),(3,2),\left(3,3\right), \\ \left(4,0\right),\left(4,1\right),\left(4,2\right),(4,3),\left(4,4\right),(5,0),\left(5,1\right),\left(5,2\right),\left(5,3\right),\left(5,4\right), \\ (5,5),(6,0),\left(6,1\right),\left(6,2\right),\left(6,3\right),\left(6,4\right),\left(6,5\right),(6,6\left)\right\} \end{gathered}$$

When a die is rolled, the number of dots (n) facing up is recorded. Then a coin is tossed that many times (n) and the number of heads (k) that appear is counted. If a die is tossed and it comes up six, the coin will be tossed six times and the head will appear four times. The experiment's result can then be represented as (6, 4).

Possible outcome:

$E=\{\left(1,0\right),\left(2,0\right),\left(2,2\right),\left(3,0\right),\left(3,2\right),\left(4,0\right),\left(4,2\right),\left(4,4\right),\left(5,0\right),\left(5,2\right),\left(5,4\right),\left(6,0\right),\left(6,2\right),\left(6,4\right),(6,6\left)\right\}$