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On Deductive Arguments. -If an Argument Has Premises That Are Certainly False and Certainly

question 56

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On deductive arguments.
-If an argument has premises that are certainly false and a conclusion that is certainly false, then the argument must be invalid.


Definitions:

Geometric Sequence

A succession of numbers where, from the second element onwards, each number is derived by multiplying its precursor by a steady, non-zero coefficient known as the common ratio.

Nth Term

The term that appears in a sequence's nth position, often defined by a formula that relates the term's position in the sequence to its value.

Formula

A formula is a mathematical rule or relationship expressed in symbols.

Sum

The result of adding two or more numbers or entities together.

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