Your instructor will supply you with 8 similarlycolored card

Your instructor will supply you with 8 similarly-colored cards and a 9th light blue card. For now, set this 9th card aside. Looking at the group of 8 cards, organize the cards into distinct groups using whatever criteria you wish. You can have as many or as few groups as you wish.. Briefly summarize below the criteria you use to group your cards. Now imagine the following scenario. There are 8 runners participating in a race through a forest. They all start at one end of the woods at the same starting line. During the race, there are many splits in the path, and the runners are allowed to take either fork. Each series of forks leads to a different finish line at the other end of the forest. As runners race through the trees, they carry a card that they must have stamped at check-in stations along the way. The cards you have been working with are the cards that the 8 runners had stamped during their imaginary race. Using this information and the following rules, your challenge is to draw out a map of the racecourse. Rules: All runners must complete the race. They cannot stop part of the way down a path. When the path branches, it branches into only two new paths, never three or more. Once two paths have branched off from one another, they can never reunite. There is only one check-in station per stamp, and they are located along the straight sections between the branching points of the paths. This question may seem difficult at first glance, but allow yourself to give it a go before seeking additional assistance. Now study the 9th card (the light blue card). Attempt to fit it into the racecourse that you have drawn. What is difficult about this task, and how might you modify your map to accommodate this 9th card? How is the racecourse that you drew similar to a phylogenetic tree?

Solution

1). Depending upon the length or width of the cards, we can group them into different classes. Or if there are any letters on the cards, we can group them according to the presence or absence of letters. Like that, based on similarity of differences criteria we can group the cards into different categories.

 Your instructor will supply you with 8 similarly-colored cards and a 9th light blue card. For now, set this 9th card aside. Looking at the group of 8 cards, or

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