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The first prejudice is the supposition that logic is somehow normative in nature.
Husserl argues that logic is theoretical, i. e., that logic itself proposes a priori laws which are themselves the basis of the normative side of logic.
Since mathematics is related to logic, he cites an example from mathematics: If we have a formula like ( a + b )( a-b )= a²-b² it does not tell us how to think mathematically.
It just expresses a truth.
A proposition that says: " The product of the sum and the difference of a and b should give us the difference of the squares of a and b " does express a normative proposition, but this normative statement is based on the theoretical statement "( a + b )( a-b )= a²-b² ".

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