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Now that we have properly defined an argument, let's move on to its structure within logic....Structure Premise. Turnstile. Conclusion.

There are three stages to creating a logical argument: Premise, inference, and conclusion. The premise defines the evidence, or the reasons, that exist for proving your statement. Premises often start with words like ?because?, ?since?, ?obviously? and so on.

Unit 2.2: Argument Diagrams - YouTube YouTube Start of suggested clip End of suggested clip First each of the propositions in the argument we're diagramming will be assigned a number just asMoreFirst each of the propositions in the argument we're diagramming will be assigned a number just as we would do with a standard reconstruction. We'll place these numbers within circles.

Diagramming the argument illustrates the internal logical structure more clearly than the written description: ?Statement 1 provides evidence for 2, and 2 together with 3 gives evidence for 4, and as a result of 4, statement 5 follows with some degree of probability.?

Dependent premises (sometimes called 'linked' premises) logically require each other and work together to support a conclusion; i.e., they depend on each other to support a conclusion. Very often arguments don't explicitly state one of the dependent premises, however it's implied from the context of the argument.

The primary rationale for distinguishing conductive arguments from deductive and inductive ones is as follows. First, the premises of conductive arguments are always convergent, but the premises of deductive and inductive arguments are never convergent.

A convergent argument is one where two or more reasons lead to the same conclusion in an argument.