Use your knowledge of deduction and induction in general, and of specific deductive and inductive argument forms, to determine which of the following statements are true. check all that apply:
in a deductive argument, the arguer claims that it is impossible for the premises to be true and the conclusion false.
a general statement makes a claim about an individual member of a class.
although geometry uses analogies in its reasoning, geometric arguments are still deductive.
the conclusion of an inductive argument follows from the premises in a stronger way than does the conclusion of a deductive argument.
if the premises in an argument are false, then the argument must be inductive.
a categorical syllogism must have an " " statement as one of its premises.
in a deductive argument, the inferential claim is that the conclusion is probably true, given true premises.
an argument based on signs is an inductive argument form. "necessarily" and "certainly" are typical deductive indicators.
an argument based on signs must have an intelligently produced message as justification for its conclusion.
the modern account of induction allows that an inductive argument can proceed from the general to the particular.
application of general causal laws to specific circumstances can sometimes be interpreted as deductive.
a hypothetical syllogism is made up of statements that begin with the words "all," "some," or "no."
an argument can be both a disjunctive syllogism and a categorical syllogism.
arguments using statistical reasoning are inductive.