The average height of members of the high school basketball team is six feet, three inches. Jerry is on the high school basketball team, so Jery mist be taller than six feet.
The argument abv. if flaw because it confuses
-Jerry with other members of the team
-the members of one team with the members of another team
-people who are six feet three inches tall for people who are exactly six feet tall
-an average for the individuals that make up that average.
And your answer is?
an average for the individuals that make up that average
The argument above is flawed because it confuses the average height of the members of the high school basketball team with Jerry's height. While it is true that the average height of the team is six feet, three inches, it does not necessarily mean that every individual on the team is taller than six feet.
To address this flaw in the argument, we need to recognize that the average height is a measure of central tendency that considers the heights of all the team members. It does not provide information about the specific height of each individual player on the team. Therefore, based solely on the average height of the team, we cannot conclude that Jerry is taller than six feet.
To determine whether Jerry is taller than six feet, we would need to know his exact height, not just the average height of the team. The argument mistakenly assumes that Jerry must be taller than six feet solely because he is on the high school basketball team.