1/19
Looks like no tags are added yet.
what is primary objective #1?
Determine whether the stimulus contains an argument or if it is only a set of facts.
Define Premise
A fact, proposition, or statement from which a conclusion is made.
Objective #4
Read closely and know precisely what the author said. DO NOT generalize.
Define Conclusion
A statement or judgment that follows from one or more reasons.
Premise Indicator Words:
Because
since
for
for example
for the reason that
in that
given that
as indicated by
due to
owing to
this can be seen from
we know this by
Conclusion Indicator Words:
thus
therefore
hence
consequently
as a result
so
accordingly
clearly
must be that
shows that
conclude that
follows that
for this reason
What is Primary Objective #2
If the stimulus contains an argument, identify the conclusion of the argument. If the stimulus contains a fact, examine each fact.
What do you do if: there is a premise and conclusion word back to back?
it would contain a premise, that will later on be followed up by a conclusion.
what are the additional premise indicators
furthermore
moreover
besides
in addition
what’s more
after all
counter premise indicators
but
yet
however
on the other hand
admittedly
in contrast
although
even though
still
whereas
in spite of
despite
after all
Primary Objective #3
If the stimulus contains an argument, determine whether the argument is strong or weak.
Define Inference
In logic, and inference is defined as something that must be true.
What do I do if I am asked to define an Inference?
you must find an item that must be true based on the information presented in the argument.
Define Assumption
in logic, it is the same as an unstated premise - what must be true in order for the argument to be true.
what is the difference between an inference and an assumption?
An inference is what follows from an argument, whereas an assumption is what is taken for granted while making an argument.
Quantity Indicators
all
every
most
many
some\
several
few
sole
only
not all
none
Probability Indicators
must
will
always
not always
probably
likely
would
not necessarily
could
rarely
never