QuestionJune 28, 2025

Johnny is running for president of his local chess club. In his campaign speech, Johnny says, "If we let Billy be president then he will get to make important decisions. If that happens, then the game of chess as you now know it will no longer exist! Johnny will turn chess into nothing more than Tic-Tac-Toe and the world will crumble into chaos and anarchy!" Which of the following fallacies has Johnny committed? Slippery Slope Fallacy Begging the Question Genetic Fallacy Affirming the Consequent

Johnny is running for president of his local chess club. In his campaign speech, Johnny says, "If we let Billy be president then he will get to make important decisions. If that happens, then the game of chess as you now know it will no longer exist! Johnny will turn chess into nothing more than Tic-Tac-Toe and the world will crumble into chaos and anarchy!" Which of the following fallacies has Johnny committed? Slippery Slope Fallacy Begging the Question Genetic Fallacy Affirming the Consequent
Johnny is running for president of his local chess club. In his campaign speech,
Johnny says, "If we let Billy be president then he will get to make important decisions.
If that happens, then the game of chess as you now know it will no longer exist!
Johnny will turn chess into nothing more than Tic-Tac-Toe and the world will crumble
into chaos and anarchy!"
Which of the following fallacies has Johnny committed?
Slippery Slope Fallacy
Begging the Question
Genetic Fallacy
Affirming the Consequent

Solution
4.0(89 votes)

Answer

Slippery Slope Fallacy Explanation Johnny's argument suggests that allowing Billy to be president will lead to extreme and unlikely consequences, such as turning chess into Tic-Tac-Toe and causing chaos. This is characteristic of a slippery slope fallacy, where one event is said to lead to a series of negative outcomes without sufficient evidence.

Explanation

Johnny's argument suggests that allowing Billy to be president will lead to extreme and unlikely consequences, such as turning chess into Tic-Tac-Toe and causing chaos. This is characteristic of a slippery slope fallacy, where one event is said to lead to a series of negative outcomes without sufficient evidence.
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