introdutory presentation on reason for tok

33
Reason

Upload: plangdale

Post on 02-Dec-2014

14.176 views

Category:

Education


6 download

DESCRIPTION

 

TRANSCRIPT

Page 1: Introdutory presentation on Reason for Tok

Reason

Page 2: Introdutory presentation on Reason for Tok

Quotes about Reason

George Bernard Shaw

“The reasonable man adapts himself to the world; the

unreasonable man persists in trying to adapt the world

to himself.”

William Drummond

“He that will not reason is a bigot; he that cannot reason is a fool; and he that dares

not reason is a slave.”

Page 3: Introdutory presentation on Reason for Tok

Quotes about Reason

Albert Einstein

“The further the spiritual evolution of mankind

advances, the more certain it seems to me that the path of

genuine religiosity [lies] through striving after rational

knowledge.”

G.K. Chesterton

“People generally quarrel because they cannot

argue.”

Page 4: Introdutory presentation on Reason for Tok

Two types of logic:Inductive and Deductive

Page 5: Introdutory presentation on Reason for Tok

Which type of logic are you already using?

consider the follow set of statements:

• A) All humans are mortal• B) I am human

Therefore: (are you mortal?)

C) YES –I am mortal

• If you think that is this the logical conclusion – then you are using Deductive reasoning.

• It would be absurd to state the truth of A) and B) whist deny the truth of C)

• This is known as logical validity. Even if the actual truth of A) and B) is questionable – this method of processing information in the search for knowledge looks promising.

Page 6: Introdutory presentation on Reason for Tok

The Distinction between truth and validity

TRUTH• Concerned with what is the

case

VALIDITY• Concerned with whether

conclusions follows from premises

• The validity of an argument is independent of the truth or falsity of the premises it contains.

• Consider the following syllogism:

Page 7: Introdutory presentation on Reason for Tok

Validity

a) All panthers are pinkb) Che Guevara is a

pantherc) Therefore Che

Guevara is pink.

• Both the premises and the conclusion of this argument are false.

• But the argument itself is valid.

• It is possible to imagine a world in which all panters are pink and where Che Guevara ia a panther.

• In this world it must be that Che Guevara is pink.

Page 8: Introdutory presentation on Reason for Tok

Another example of Deductive reasoning:

• A) I am either a schnoodlepopper or a birshteinwaller or both.

• B) I am not a schnoodlepopper.

• Therefore:• C) I am a birshteinwaller.

TASKS: Invent your own valid argument

Page 9: Introdutory presentation on Reason for Tok

Inductive logic

Imagine that you are a zoologist who is interested in different species and colours of swans.

You set about finding as many swans as you can in Europe, so that you might be able to make some conclusions about swans generally.

Page 10: Introdutory presentation on Reason for Tok

You go out, and come across one swan.

it is white. You then continue your search...

Page 11: Introdutory presentation on Reason for Tok
Page 12: Introdutory presentation on Reason for Tok
Page 13: Introdutory presentation on Reason for Tok
Page 14: Introdutory presentation on Reason for Tok
Page 15: Introdutory presentation on Reason for Tok
Page 16: Introdutory presentation on Reason for Tok

“All swans are white”

• At this point, what colour are swans in your experience?

• What conclusions might you draw about swans (as an entire species)?

• If you think that this is the logical conclusion to come to, then you have been using Inductive reasoning.

What type of logic are you already using?

Page 17: Introdutory presentation on Reason for Tok

Inductive logic

• Inductive logic does not involve certainty in the same way as Deductive logic.

• Someone who goes from specific instances to a general conslusion is using inductive reasoning.

• But is this always the best way to attain knowledge?

“all swans are white.”

Countless evidence that there are only

white swans

More evidence of only white swans

Evidence of a white swan

Page 18: Introdutory presentation on Reason for Tok

Problems with inductive logic

The zoologist has gone around from place to place, gathering information about thousands of swans, and comes to the general conclusion that ‘all swans are white’.

He then decides to take a holiday to New Zealand

Page 19: Introdutory presentation on Reason for Tok

Yes, a black swan.

Page 20: Introdutory presentation on Reason for Tok

The problem of induction

• However extensive or thorough a person’s research, they can never achieve absolute certainty using inductive reasoning.

• This is because some kind of generalisation is always made from the observed to the unobserved.

Generalised conclusion from

induction

Unobserved swans

Observed swans

Page 21: Introdutory presentation on Reason for Tok

Some other examples of inductive reasoning:

Premise : every time I’ve seen a person with a cold, they have had a runny nose

Therefore : all colds involve having a

runny nose.

• Premise: in my experience, day has always followed night.

Therefore:Day will always follow

night in the future.

Thought point: When is inductive logic reasonable? When is it not?

Page 22: Introdutory presentation on Reason for Tok

Lessons to be learned from reason when acquiring knowledge

• Hasty generalisations – be aware whenever you say ‘all’.

• Avoid making stereotypes• We can’t avoid generalisations altogether –

but these should be informed and not hasty.• Hindsight bias – after the event, the answer

seems obvious.

Page 23: Introdutory presentation on Reason for Tok

How useful is reason as a way of knowing?

Page 24: Introdutory presentation on Reason for Tok

Is Mathematics reducible to reason?

• Mathematical and logical truths may tell us lots about the rules and patterns we are working with,

• And maths and physics may reveal complex truths on a scientific level like how to create an atomic bomb.

• But they may not provide us with much practical information which is useful in day to day life.

• It looks as if maths is a numerical version of a rational proof

• Is there any difference between the knowledge provided by logical reasoning and the knowledge provided by maths?

Page 25: Introdutory presentation on Reason for Tok
Page 26: Introdutory presentation on Reason for Tok

Is religious faith rational?

Islam

Page 27: Introdutory presentation on Reason for Tok

Christianity

Page 28: Introdutory presentation on Reason for Tok

Buddhism

Page 29: Introdutory presentation on Reason for Tok

Hinduism

Page 30: Introdutory presentation on Reason for Tok

Judaism

Page 31: Introdutory presentation on Reason for Tok

Faith and Religious belief

• All these people have a belief in a type of religious knowledge which sometimes appears to transcend reason.

• this is known as religious faith.• But how reliable is this?• The trouble with religious faith is that it is often not based

on evidence, and therefore is not easy to proove or disprove.

• Yet many religious people claim that faith gives them access to some of the most important truths that they know about.

Page 32: Introdutory presentation on Reason for Tok

Which is more reliable reason or emotion?

• Should you follow your heart or your head?

EMOTIONREASON

Page 33: Introdutory presentation on Reason for Tok

How effective is reason as a way of attaining knowledge?

Benefits of reason• It is able to give precise and

direct answers, which are true in all situations.

• Rational information is either true or false – there is no abiguety about what constitutes a correct answer

Drawbacks of reason• The things we know that are

logically true or false may be arbitrary. For example I might know with 100% certainty that is a man is a bachelor, then he must be an unmarried man.

• But this may not give me very much practical information; it doesn’t tell me anything about bachelors in the real world.