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In the past 6 pro football drafts, 4 of 6 players selected by A are now starters. On Team B, only 2 of 6 selected in the draft are starters. So, a football players selected by A has a higher chance of becoming a starter than if selected by B.
Which of the following if true, would be the best reason to reject this argument?
A) Two of the four starters on Team A are sons of the coach. E) Team A has had the first draft pic for the past 6 years, while team B had the last pick. This year it is reversed.
Which is correct and explain your reasoning.
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My answer is A. My reasoning is that both answers weakens the argument just that A weakens more because:
1) The argument argues that history predicts the future. A rejects this notion because historical data is biased.
2) There are 4 starters. If two are favored by the coach then there are only 2 starting spot to compete for while in Team B there will be the full 4 spots.
It's clear that team A for the first time selected 4 players in last 6 years while team B selected only 2. So we can not say that players selected by A has a higher chance of becoming a starter than if selected by B
from my interpretation. they both selected 6. Team A has 4 of the 6 selected becoming starters while Team B has only 2 of the 6 become starters. so the number of players selected is the same but the starters are different. that's the argument.
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