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Logic and mathematics are closely related because they both rely on the same basic principles. Logic is the study of how to reason and think correctly, while mathematics is the study of numbers and their relationships. Both disciplines use the same basic principles of reasoning, such as deduction, induction, and syllogism.

Logic is used in mathematics to prove theorems, which are statements that are proven to be true based on logical principles. In mathematics, theorems are typically proved using deductive reasoning, which is the process of deriving a conclusion from a set of premises. Deductive reasoning is also used in logic, where it is used to draw conclusions from a set of facts or assumptions.

In addition, logic and mathematics both use the same basic principles of induction. Induction is the process of inferring a general rule from specific instances. For example, in mathematics, induction is used to prove theorems by showing that a statement holds for all cases. In logic, induction is used to draw conclusions from a set of facts or assumptions.

Finally, both logic and mathematics use the same basic principles of syllogism. Syllogism is a form of reasoning in which two premises are used to draw a conclusion. Both logic and mathematics use syllogisms to draw conclusions from a set of facts or assumptions.

In summary, logic and mathematics are closely related because they both rely on the same basic principles of reasoning, such as deduction, induction, and syllogism. Furthermore, both disciplines use these principles to draw conclusions from a set of facts or assumptions.