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 DDeedduuccttiioonn:: reasoning from general premises, which are 
known or presumed to be known, to more specific, 
certain conclusions. 
 IInndduuccttiioonn:: the process of observing data, recognizing 
patterns and making a generalization of your 
observations. 
 Both deductive and inductive arguments occur 
frequently and naturally…both forms of reasoning can 
be equally compelling and persuasive, and neither form 
is preferred over the other (Hollihan & Baske, 1994).
DDeedduuccttiioonn:: 
 commonly associated 
with “formal logic.” 
 involves reasoning 
from known 
premises, or premises 
presumed to be true, 
to a certain 
conclusion. 
 the conclusions 
reached are certain, 
inevitable, 
inescapable. 
IInndduuccttiioonn:: 
 commonly known as 
“informal logic,” or 
“everyday argument” 
 involves drawing 
uncertain inferences, 
based on probabilistic 
reasoning. 
 the conclusions 
reached are probable, 
reasonable, plausible, 
believable.
Deduction 
 It is the form or structure 
of a deductive argument 
that determines its 
validity 
 the fundamental 
property of a valid, 
deductive argument is 
that if the premises are 
true, then the conclusion 
necessarily follows. 
 The conclusion is said to 
be “entailed” in, or 
contained in, the 
premises. 
 example: use of DNA 
testing to establish 
paternity 
Induction 
 By contrast, the form or 
structure of an inductive 
argument has little to do 
with its perceived 
believability or credibility, 
apart from making the 
argument seem more clear 
or more well-organized. 
 The receiver (or a 3rd 
party) determines the 
worth of an inductive 
argument
 A sample of fifty 
motorists who were 
stopped by the CHP at a 
sobriety checkpoint on a 
Saturday at midnight 
revealed that one in 
four drivers were either 
uninsured, intoxicated, 
or both. Thus, if you get 
involved in an accident 
on the freeway there is a 
25% chance the other 
motorist will be drunk 
or uninsured. 
 The Law of the Sea 
treaty states that any 
vessel beyond a 12 mile 
limit is in international 
waters. The treaty also 
states that any vessel in 
international waters 
cannot be legally 
stopped or boarded. 
Therefore, when the U.S. 
Coast Guard intercepts 
boats coming from Cuba 
or Haiti more than 12 
miles from the U.S. 
coast, it is violating the 
Law of the Sea.
Example of 
Deduction 
 major premise: 
All tortoises are 
vegetarians 
 minor premise: 
Bessie is a tortoise 
 conclusion: 
Therefore, Bessie 
is a vegetarian 
Example of 
Induction 
 Boss to employee: 
“Biff has a tattoo of 
an anchor on his 
arm. He probably 
served in the Navy.”
vegetarian animals tortoises 
Bessie 
All tortoises 
fall in the 
circle of 
animals that 
are 
vegetarians 
Thus, Bessie 
must be a 
vegetarian 
Bessie falls into the circle 
of animals that are 
tortoises
 Suppose every place 
in the world that 
people live is 
represented by the 
blue space inside the 
rectangle. Suppose 
the long pink oval 
represents all the 
wooden houses in the 
world. And, suppose 
the green circle 
represents Canada. 
The most logical 
conclusion one can 
draw from the figure 
is: 
A. all wooden houses 
are found in Canada 
B. Everyone lives in a 
wooden house 
C. Some Canadians live 
in wooden houses 
D. No one lives in 
Canada
 Suppose the 
following statements 
are all true: 
 Person L is shorter 
than person X 
 Person Y is shorter 
than person L 
 Person M is shorter 
than person Y 
 What additional 
piece of information 
would be required to 
conclude that 
“Person Y is shorter 
than Person J”? 
A. Person L is taller than J 
B. Person X is taller than J 
C. Person J is taller than L 
D. Person J is taller than 
M 
E. Person M is taller than 
Y 
SSoolluuttiioonn:: AAnnsswweerr CC 
MM << YY << LL << XX 
SSoo,, iiff JJ iiss ttaalllleerr tthhaann LL,, 
YY mmuusstt bbee sshhoorrtteerr tthhaann JJ
A mother wants to order 
one large pizza, with 
exactly 5 toppings for 
her three picky children. 
She can choose from 7 
toppings; cheese, 
mushrooms, olives, ham, 
sausage, onions, and 
pineapple. 
 Julie says there has to be 
pineapple 
 Mona says there cannot 
be any olives 
 Rex says that if there is 
going to be sausage, 
then there has to be ham 
too. 
Which combination of 
toppings should she 
select if she is to satisfy 
all three children’s 
combined demands? 
A. pineapple, onions, 
cheese, mushrooms, 
sausage 
B. cheese, sausage, ham, 
olives, pineapple 
C. cheese, mushrooms, 
ham, onions, pineapple 
D. sausage, mushrooms, 
onions, cheese, and 
ham.
chee 
se 
mushro 
om 
oliv 
e 
ham sausag 
e 
onio 
n 
pineapp 
le 
Fifi Yes 
Mona No 
Rex then 
ham 
if 
sausage 
Note: the statement “if sausage, then ham” doesn’t 
imply “If ham then sausage.” The obverse doesn’t 
necessarily follow.
 Deductive 
reasoning is either 
“valid” or 
“invalid.” A 
deductive 
argument can’t be 
“sort of” valid. 
 If the reasoning 
employed in an 
argument is valid 
and the argument’s 
premises are true, 
then the argument 
is said to be sound. 
valid reasoning + 
true premises = 
sound argument 
 Inductive reasoning 
enjoys a wide range of 
probability; it can be 
plausible, possible, 
reasonable, credible, 
etc. 
 the inferences drawn 
may be placed on a 
continuum ranging 
from cogent at one end 
to fallacious at the 
other. 
fallacious cogent
 Deductive reasoning is 
commonly found in the 
natural sciences or 
“hard” sciences, less so 
in everyday arguments 
 Occasionally, everyday 
arguments do involve 
deductive reasoning: 
Example: “Two or more 
persons are required to 
drive in the diamond lane. 
You don’t have two or 
more persons. Therefore 
you may not drive in the 
diamond lane” 
 Inductive reasoning is 
found in the 
courtroom, the 
boardroom, the 
classroom, and 
throughout the media 
 Most, but not all 
everyday arguments 
are based on induction 
 Examples: The 
“reasonable person” 
standard in civil law, and 
the “beyond a reasonable 
doubt” standard in 
criminal law

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Geometry unit 2.1

  • 1.
  • 2.  DDeedduuccttiioonn:: reasoning from general premises, which are known or presumed to be known, to more specific, certain conclusions.  IInndduuccttiioonn:: the process of observing data, recognizing patterns and making a generalization of your observations.  Both deductive and inductive arguments occur frequently and naturally…both forms of reasoning can be equally compelling and persuasive, and neither form is preferred over the other (Hollihan & Baske, 1994).
  • 3. DDeedduuccttiioonn::  commonly associated with “formal logic.”  involves reasoning from known premises, or premises presumed to be true, to a certain conclusion.  the conclusions reached are certain, inevitable, inescapable. IInndduuccttiioonn::  commonly known as “informal logic,” or “everyday argument”  involves drawing uncertain inferences, based on probabilistic reasoning.  the conclusions reached are probable, reasonable, plausible, believable.
  • 4. Deduction  It is the form or structure of a deductive argument that determines its validity  the fundamental property of a valid, deductive argument is that if the premises are true, then the conclusion necessarily follows.  The conclusion is said to be “entailed” in, or contained in, the premises.  example: use of DNA testing to establish paternity Induction  By contrast, the form or structure of an inductive argument has little to do with its perceived believability or credibility, apart from making the argument seem more clear or more well-organized.  The receiver (or a 3rd party) determines the worth of an inductive argument
  • 5.  A sample of fifty motorists who were stopped by the CHP at a sobriety checkpoint on a Saturday at midnight revealed that one in four drivers were either uninsured, intoxicated, or both. Thus, if you get involved in an accident on the freeway there is a 25% chance the other motorist will be drunk or uninsured.  The Law of the Sea treaty states that any vessel beyond a 12 mile limit is in international waters. The treaty also states that any vessel in international waters cannot be legally stopped or boarded. Therefore, when the U.S. Coast Guard intercepts boats coming from Cuba or Haiti more than 12 miles from the U.S. coast, it is violating the Law of the Sea.
  • 6. Example of Deduction  major premise: All tortoises are vegetarians  minor premise: Bessie is a tortoise  conclusion: Therefore, Bessie is a vegetarian Example of Induction  Boss to employee: “Biff has a tattoo of an anchor on his arm. He probably served in the Navy.”
  • 7. vegetarian animals tortoises Bessie All tortoises fall in the circle of animals that are vegetarians Thus, Bessie must be a vegetarian Bessie falls into the circle of animals that are tortoises
  • 8.  Suppose every place in the world that people live is represented by the blue space inside the rectangle. Suppose the long pink oval represents all the wooden houses in the world. And, suppose the green circle represents Canada. The most logical conclusion one can draw from the figure is: A. all wooden houses are found in Canada B. Everyone lives in a wooden house C. Some Canadians live in wooden houses D. No one lives in Canada
  • 9.  Suppose the following statements are all true:  Person L is shorter than person X  Person Y is shorter than person L  Person M is shorter than person Y  What additional piece of information would be required to conclude that “Person Y is shorter than Person J”? A. Person L is taller than J B. Person X is taller than J C. Person J is taller than L D. Person J is taller than M E. Person M is taller than Y SSoolluuttiioonn:: AAnnsswweerr CC MM << YY << LL << XX SSoo,, iiff JJ iiss ttaalllleerr tthhaann LL,, YY mmuusstt bbee sshhoorrtteerr tthhaann JJ
  • 10. A mother wants to order one large pizza, with exactly 5 toppings for her three picky children. She can choose from 7 toppings; cheese, mushrooms, olives, ham, sausage, onions, and pineapple.  Julie says there has to be pineapple  Mona says there cannot be any olives  Rex says that if there is going to be sausage, then there has to be ham too. Which combination of toppings should she select if she is to satisfy all three children’s combined demands? A. pineapple, onions, cheese, mushrooms, sausage B. cheese, sausage, ham, olives, pineapple C. cheese, mushrooms, ham, onions, pineapple D. sausage, mushrooms, onions, cheese, and ham.
  • 11. chee se mushro om oliv e ham sausag e onio n pineapp le Fifi Yes Mona No Rex then ham if sausage Note: the statement “if sausage, then ham” doesn’t imply “If ham then sausage.” The obverse doesn’t necessarily follow.
  • 12.  Deductive reasoning is either “valid” or “invalid.” A deductive argument can’t be “sort of” valid.  If the reasoning employed in an argument is valid and the argument’s premises are true, then the argument is said to be sound. valid reasoning + true premises = sound argument  Inductive reasoning enjoys a wide range of probability; it can be plausible, possible, reasonable, credible, etc.  the inferences drawn may be placed on a continuum ranging from cogent at one end to fallacious at the other. fallacious cogent
  • 13.  Deductive reasoning is commonly found in the natural sciences or “hard” sciences, less so in everyday arguments  Occasionally, everyday arguments do involve deductive reasoning: Example: “Two or more persons are required to drive in the diamond lane. You don’t have two or more persons. Therefore you may not drive in the diamond lane”  Inductive reasoning is found in the courtroom, the boardroom, the classroom, and throughout the media  Most, but not all everyday arguments are based on induction  Examples: The “reasonable person” standard in civil law, and the “beyond a reasonable doubt” standard in criminal law