Division, The Fallacy of
The fallacy that what is true of the whole must also be true of the parts (or at least some of them): the Welsh are good at rugby; Dai must, therefore, be good at rugby. This is the inverse of the Fallacy of Composition.D54
The fallacy comes in arguments like these: “Since we cannot save all the pictures from the fire; there is no point in saving any of them; since we cannot provide the best education to everyone, we cannot justify providing the best education to anyone; since we cannot get rid of every tyrant, there we cannot justify getting rid of any of them.” (See “Drained” below)
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