Let's consider a wheel that is divided into 5 equal sectors, which are colored blue, green, red, yellow, and pink respectively. If a person spins this wheel twice, then there a total of 25 possible outcomes. These are represented by all possible pairs of colors (such as Blue, Blue; Blue, Green; Blue, Red, and so on).
We are asked to find the set representing the event E where the second spin lands on the yellow colored sector.
Understanding that the outcome of the first spin doesn't affect the second spin, the event E then could be any color on the first spin and yellow on the second spin.
So, we define event E as a set of all possible outcomes (pairs of colors), where the second color is Yellow.
Hence, the event E will include the following combinations:
1) Blue, Yellow
2) Green, Yellow
3) Red, Yellow
4) Yellow, Yellow
5) Pink, Yellow
These five combinations make up the entirety of the set E, indicating that the second spin in each of these instances results in the color Yellow.