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Reason and Logic ‘The madman is not the man who has lost his reason. The madman is the man who has lost everything but his reason.’
Introduction – The master of deduction In one mystery concerning the theft of an expensive racehorse, a police officer asks Sherlock Holmes if any aspect of the crime strikes him as significant. ‘Yes’, he says ‘the curious incident of the dog in the night time’. The dog did nothing in the night time’ says the hapless police officer. ‘That was the curious incident’, replies Holmes. How has Holmes deduced the solution to the crime?
Solution The solution to the crime hinges on the fact that the watchdog  guarding the horse did not bark in the night, and from that Holmes deduces that the thief must have been known to the dog. We can lay out Holmes reasoning formally as follows: 		Watchdogs bark at strangers. 	The watchdog did not bark at 	the thief. 		Therefore the thief was not a 	stranger.
This is a good example of the way in which we can acquire new knowledge about the world by using reason. We are constantly using reason to go beyond the immediate evidence of our senses. You notice the pavement is wet when you go out in the morning and conclude that it has have been raining during the night. You know that you left your mobile phone either in your coat pocket or on your desk; it is not in your coat pocket, therefore it must be on your desk. You know that lake Geneva is a fresh water lake, and you know that sharks don’t like fresh water; therefore there cannot be any sharks in Lake Geneva.
Reason as a source of certainty One of the great attractions of reason as a source of knowledge is that it seems to give us certainty. To take a well known example: Given that all men are mortal, And given that Socrates is a man, It necessarily follows that Socrates is mortal. There are no ‘ifs’ or ‘buts’ about it and it is not a matter of personal opinion or the culture in which you were brought up. Given the assumptions or premises – the conclusion has to follow.  This kind of certainty has inspired a whole school of philosophy called Rationalism according to which reason is the most important source of knowledge
Deductive Reasoning Deductive reasoning is any form of reasoning that moves from the general to the particular. For example: 		All dogs are mammals 		Fido is a dog 		Therefore Fido is a 	mammal. As you can see the argument moves from a general claim about all dogs to a particular conclusion about Fido.
Syllogisms The aforementioned deductive argument is known as a syllogism. A syllogism consists of the following items: 1. Two premises and a conclusion 2. Three terms each of which appears twice 2. Quantifiers such as ‘all’ or ‘some’ or ‘no’ which tell us the quantity that is referred to.
Truth and validity There is a distinction between truth and validity. These two words are sometimes used interchangeably but they do not mean the same thing. Truth is concerned with what is the case, validity with whether conclusions follow from premises. More formally we can say that an argument is valid if the conclusion follows logically - ie necessarily – from the premises. It is invalid if the conclusion does not follow logically from the premises.  The main point to grasp is that the validity of an argument is independent of the truth or falsity of the premises it contains . Consider the following:
All Panthers are pink. Che Guevara is a panther. Therefore Che Guevara is pink Both the premises and the conclusion of this argument are false but the argument itself is valid.
The structure of arguments Pure logic is concerned only with the structure of arguments. It doesn’t matter if the premises are false or even meaningless. All that matters is that the conclusion logically follows from the premises. Consider for example the following syllogism 		All blims are blams. 		Some blims are bloms. 		Therefore some blams are bloms. Although ‘blim’, ‘blam’ and ‘blom’ are meaningless words we can still say with total confidence that if all blims are blams and some blims are bloms , then some blams are bloms.
Help It may help to lay structure the argument using A, B and C and using a venn diagram. Therefore  		All As are Bs 		Some As are Cs 		Therefore some Bs are Cs We can substitute anything we like for A, B and C and the argument will always be valid.
Venn Diagrams You can use Venn diagrams to show invalid arguments. For example the following argument structure is invalid All As are Bs. Some As are Cs Therefore some Bs are Cs
Activity Using Venn diagrams state whether each of the following arguments is valid or invalid 1. All Italians eat spaghettei. Givanni Rossi eats spaghetti. 	Therefore Giovani Rossi is an Italian 2. No Martians have red noses. 	Rudolph has a red nose . 	Therefore Rudolph is not a martian.
Activity Continued 3. All bull fighters are brave people. 	Some brave people are compassionate. 	Therefore all bull fighters are compassionate. 4. Some monks are Tibetans. 	All Tibetans are good at Yoga.	 	Therefore some monks are good at Yoga. 5. Some astrologers are frauds. 	Some frauds are not wealthy. 	Therefore some astrologers are not wealthy. 6. All hobos have dogs. 	All doctors have dogs. 	Therefore no hobos are doctors
Supply the missing premise Jenny goes to Oxford University, so she must be very intelligent. Drugs should be legalised because they only harm the addict. Graham is a politician so he is probably lying. Since it is natural to eat meat, there is nothing morally wrong with it.
Summary Deductive reasoning is an instrument for the preservation of truth because if your premises are true your conclusion will also be true. However, it does not mean that deductive reasoning is the source of truth. If we go back to the syllogism about Socrates, the conclusion that  ‘Socrates is mortal’ is true only if the premises are true. But how do we know that the premises are true? How, for example can we be sure that ‘All men are mortal’. Our knowledge that all men are mortal cannot be conjured out of logic but is based on experience. This leads us to the topic of Inductive Reasoning.
Inductive reasoning How sure are you that some day you will die? What evidence do you have for your belief? While deductive reasoning goes from the general to the particular, another kind of reasoning known as induction, goes in the opposite direction – from the particular to the general. With reference to the above example, my belief that all human beings are mortal is based on the observation that in history, every human being I know of has eventually died, and I have never heard of a human being who didn’t die. Therefore I can say with confidence that ‘all observed human beings have died’. Our inductive reasoning can therefore lead us to the conclusion that ‘all human beings are mortal’.
Inductive reasoning Inductive reasoning typically moves from the observed to the unobserved and enables us to make generalisations about the world. We are constantly using this type of reasoning in everyday life. Since my neighbour’s dog has been friendly to me in the past, I am confident he will not bite me today. My chair has supported my weight in the past, I expect it to continue to do so in the future. We make thousands of such inferences everyday. My dog Fido, gets excited when I get his leash out, and seems to know that he is about to go for a walk. Does this mean he is using inductive reasoning to predict what is going to happen in the future? Does it mean he is capable of reasoning?
Science Science is based on inductive reasoning and typically formulates general laws based on observations.  For example, If metal A and metal B and metal C expand when heated, at some point a scientist is likely to conclude that all metals expand when heated.
The Reliability of inductive reasoning In practice, however, deduction turns out to be no more certain than induction. This is because the premise on which deductive reasoning about the world is based must be derived from induction. How reliable is inductive reasoning? 	Since induction goes beyond the immediate evidence of our senses, we cannot always rely on it. This is because we tend to make hasty generalisations and jump to conclusions on the basis of insufficient evidence. For example if a tourist is served by a rude French waiter, they may conclude that all French people are rude. If a woman crashes a car it is easy to jump to the conclusion that all women are bad drivers.  http://www.youtube.com/watch?v=zrzMhU_4m-g&feature=fvst Neither of these conclusions are justified by the evidence and this kind of faulty reasoning can easily lead to racist or sexist attitudes.
Can inductive Reasoning be doubted? A story about turkeys. To illustrate the extent to which well confirmed generalisations can sometimes let us down consider the following story about some ‘inductive turkeys’ that arrive on a farm one January. They are well looked after, and every morning after breakfast the farmer comes and feeds them. After a few weeks, some of the more philosophical turkeys  begin to notice that ‘whenever the farmer appears they get fed’. As good inductive turkeys they continue to observe patiently, and as January turns to February the become increasingly confident of the truth of the generalisation that ‘whenever the farmer comes, we get fed’. The months pass, and as the spring turns to summer and as summer turns to autumn, this generalisation acquires the status of a law of nature. The connection between the farmer’s appearance and the arrival of food, is the turkeys decide, a brute fact of reality, and to question it would be a clear sign of insanity. Things continue in much the same way until one cold December morning – 24th December to be precise – The farmer breaks the neck of the first Turkey that comes up to him to be fed.
Activity To what extent do human beings sometimes act like the turkeys in the story? The turkeys turned out to be wrong, but do you think that their belief was reasonable? What does this suggest to you about the relationship between reason and truth?
The point The story of the turkeys alerts us to the fact that even well confirmed generalisations can fail us. Newton’s laws of motion were confirmed by observational evidence on countless occasions and were believed to be true for more than 200 years. Nevertheless they eventually turned out to be false.  Despite the obvious survival value of inductive reasoning we might ask how we can know that the future will be similar to the past in any respect. How can we be sure that the laws of physics, together with the countless regularities that we take for granted, wont suddenly break down tomorrow. Think about the film The Matrix
Lateral Thinking Both inductive and deductive reasoning have their flaws and often confine the knower to a systematic approach to thinking. So perhaps it is better if we all had a little more intellectual flexibility. According to Eduardo de Bono (1993-) if we are to escape from the ‘prison of consistency’ then we must learn to ‘think outside of the box’ and come up with more creative ways to looking at problems. He argues we cannot rely on traditional logic to give us new ideas, we need to adopt a more creative way of thinking that encourages us to search actively for better solutions to problems.
Give a rational explanation to each of the following problems – try to think outside of the box. A man walks into the bar and asks the barman for a glass of water. The barman pulls out a gun and points it at the man. The man says ‘Thank you’ and walks out. A man is lying dead in a field. Next to him there is an unopened package. There is no other creature in the field. How did he die? Anthony and Cleopatra are lying dead on the floor of a villa in Egypt. Nearby is a broken bowl. There is no mark on either side of their bodies and they were not poisoned. How did they die? A man rode into town on Friday. He stayed 3 nights and then left on Friday. How come?
Part 2 Two boxers are in a boxing fight (regular boxing not kick boxing). The fight is scheduled for 12 rounds but ends after 6 rounds after one boxer knocks out the other boxer. Yet no man throws a punch. How is this possible? In your cellar there are 3 light switches in the OFF position. Each switch controls one of the light bulbs on the floor above. You may move any of the switches but you may only go upstairs to inspect the bulbs one time. How can you determine the switch for each bulb with one inspection? A landscape gardener is given instructions to plant 4 special trees so that each one is exactly the same distance from each of the others. How would you arrange the trees?  Connect the 9 crosses below using only 4 straight lines and without taking the pen off the paper. X          XX X          XX X          XX
Conclusion Rationalist philosophers like Rene Descartes believed that reason was a way of knowing that can give us certainty. But as we have seen this belief is open to serious doubt. For reason is only as certain as the premises on which it is based, and it is always possible that we have reasoned badly in arguing from premises to conclusions. We also raised various philosophical doubts about induction and deduction but in practice it is difficult to see how we can do without these two ways of reasoning. It seems that reason like other ways of knowing is a double edged tool. We need to reason to develop consistent beliefs about the world but we can become trapped in the ‘prison of logic’ and this can stifle our creativity. Furthermore, reason is not appropriate in every situation, and if someone is too rational they may simply come across as a cold and unfeeling robot. Reason needs to be balanced by emotion.

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logic

  • 1. Reason and Logic ‘The madman is not the man who has lost his reason. The madman is the man who has lost everything but his reason.’
  • 2. Introduction – The master of deduction In one mystery concerning the theft of an expensive racehorse, a police officer asks Sherlock Holmes if any aspect of the crime strikes him as significant. ‘Yes’, he says ‘the curious incident of the dog in the night time’. The dog did nothing in the night time’ says the hapless police officer. ‘That was the curious incident’, replies Holmes. How has Holmes deduced the solution to the crime?
  • 3. Solution The solution to the crime hinges on the fact that the watchdog guarding the horse did not bark in the night, and from that Holmes deduces that the thief must have been known to the dog. We can lay out Holmes reasoning formally as follows: Watchdogs bark at strangers. The watchdog did not bark at the thief. Therefore the thief was not a stranger.
  • 4. This is a good example of the way in which we can acquire new knowledge about the world by using reason. We are constantly using reason to go beyond the immediate evidence of our senses. You notice the pavement is wet when you go out in the morning and conclude that it has have been raining during the night. You know that you left your mobile phone either in your coat pocket or on your desk; it is not in your coat pocket, therefore it must be on your desk. You know that lake Geneva is a fresh water lake, and you know that sharks don’t like fresh water; therefore there cannot be any sharks in Lake Geneva.
  • 5. Reason as a source of certainty One of the great attractions of reason as a source of knowledge is that it seems to give us certainty. To take a well known example: Given that all men are mortal, And given that Socrates is a man, It necessarily follows that Socrates is mortal. There are no ‘ifs’ or ‘buts’ about it and it is not a matter of personal opinion or the culture in which you were brought up. Given the assumptions or premises – the conclusion has to follow. This kind of certainty has inspired a whole school of philosophy called Rationalism according to which reason is the most important source of knowledge
  • 6. Deductive Reasoning Deductive reasoning is any form of reasoning that moves from the general to the particular. For example: All dogs are mammals Fido is a dog Therefore Fido is a mammal. As you can see the argument moves from a general claim about all dogs to a particular conclusion about Fido.
  • 7. Syllogisms The aforementioned deductive argument is known as a syllogism. A syllogism consists of the following items: 1. Two premises and a conclusion 2. Three terms each of which appears twice 2. Quantifiers such as ‘all’ or ‘some’ or ‘no’ which tell us the quantity that is referred to.
  • 8. Truth and validity There is a distinction between truth and validity. These two words are sometimes used interchangeably but they do not mean the same thing. Truth is concerned with what is the case, validity with whether conclusions follow from premises. More formally we can say that an argument is valid if the conclusion follows logically - ie necessarily – from the premises. It is invalid if the conclusion does not follow logically from the premises. The main point to grasp is that the validity of an argument is independent of the truth or falsity of the premises it contains . Consider the following:
  • 9. All Panthers are pink. Che Guevara is a panther. Therefore Che Guevara is pink Both the premises and the conclusion of this argument are false but the argument itself is valid.
  • 10. The structure of arguments Pure logic is concerned only with the structure of arguments. It doesn’t matter if the premises are false or even meaningless. All that matters is that the conclusion logically follows from the premises. Consider for example the following syllogism All blims are blams. Some blims are bloms. Therefore some blams are bloms. Although ‘blim’, ‘blam’ and ‘blom’ are meaningless words we can still say with total confidence that if all blims are blams and some blims are bloms , then some blams are bloms.
  • 11. Help It may help to lay structure the argument using A, B and C and using a venn diagram. Therefore All As are Bs Some As are Cs Therefore some Bs are Cs We can substitute anything we like for A, B and C and the argument will always be valid.
  • 12. Venn Diagrams You can use Venn diagrams to show invalid arguments. For example the following argument structure is invalid All As are Bs. Some As are Cs Therefore some Bs are Cs
  • 13. Activity Using Venn diagrams state whether each of the following arguments is valid or invalid 1. All Italians eat spaghettei. Givanni Rossi eats spaghetti. Therefore Giovani Rossi is an Italian 2. No Martians have red noses. Rudolph has a red nose . Therefore Rudolph is not a martian.
  • 14. Activity Continued 3. All bull fighters are brave people. Some brave people are compassionate. Therefore all bull fighters are compassionate. 4. Some monks are Tibetans. All Tibetans are good at Yoga. Therefore some monks are good at Yoga. 5. Some astrologers are frauds. Some frauds are not wealthy. Therefore some astrologers are not wealthy. 6. All hobos have dogs. All doctors have dogs. Therefore no hobos are doctors
  • 15. Supply the missing premise Jenny goes to Oxford University, so she must be very intelligent. Drugs should be legalised because they only harm the addict. Graham is a politician so he is probably lying. Since it is natural to eat meat, there is nothing morally wrong with it.
  • 16. Summary Deductive reasoning is an instrument for the preservation of truth because if your premises are true your conclusion will also be true. However, it does not mean that deductive reasoning is the source of truth. If we go back to the syllogism about Socrates, the conclusion that ‘Socrates is mortal’ is true only if the premises are true. But how do we know that the premises are true? How, for example can we be sure that ‘All men are mortal’. Our knowledge that all men are mortal cannot be conjured out of logic but is based on experience. This leads us to the topic of Inductive Reasoning.
  • 17. Inductive reasoning How sure are you that some day you will die? What evidence do you have for your belief? While deductive reasoning goes from the general to the particular, another kind of reasoning known as induction, goes in the opposite direction – from the particular to the general. With reference to the above example, my belief that all human beings are mortal is based on the observation that in history, every human being I know of has eventually died, and I have never heard of a human being who didn’t die. Therefore I can say with confidence that ‘all observed human beings have died’. Our inductive reasoning can therefore lead us to the conclusion that ‘all human beings are mortal’.
  • 18. Inductive reasoning Inductive reasoning typically moves from the observed to the unobserved and enables us to make generalisations about the world. We are constantly using this type of reasoning in everyday life. Since my neighbour’s dog has been friendly to me in the past, I am confident he will not bite me today. My chair has supported my weight in the past, I expect it to continue to do so in the future. We make thousands of such inferences everyday. My dog Fido, gets excited when I get his leash out, and seems to know that he is about to go for a walk. Does this mean he is using inductive reasoning to predict what is going to happen in the future? Does it mean he is capable of reasoning?
  • 19. Science Science is based on inductive reasoning and typically formulates general laws based on observations. For example, If metal A and metal B and metal C expand when heated, at some point a scientist is likely to conclude that all metals expand when heated.
  • 20.
  • 21. The Reliability of inductive reasoning In practice, however, deduction turns out to be no more certain than induction. This is because the premise on which deductive reasoning about the world is based must be derived from induction. How reliable is inductive reasoning? Since induction goes beyond the immediate evidence of our senses, we cannot always rely on it. This is because we tend to make hasty generalisations and jump to conclusions on the basis of insufficient evidence. For example if a tourist is served by a rude French waiter, they may conclude that all French people are rude. If a woman crashes a car it is easy to jump to the conclusion that all women are bad drivers. http://www.youtube.com/watch?v=zrzMhU_4m-g&feature=fvst Neither of these conclusions are justified by the evidence and this kind of faulty reasoning can easily lead to racist or sexist attitudes.
  • 22. Can inductive Reasoning be doubted? A story about turkeys. To illustrate the extent to which well confirmed generalisations can sometimes let us down consider the following story about some ‘inductive turkeys’ that arrive on a farm one January. They are well looked after, and every morning after breakfast the farmer comes and feeds them. After a few weeks, some of the more philosophical turkeys begin to notice that ‘whenever the farmer appears they get fed’. As good inductive turkeys they continue to observe patiently, and as January turns to February the become increasingly confident of the truth of the generalisation that ‘whenever the farmer comes, we get fed’. The months pass, and as the spring turns to summer and as summer turns to autumn, this generalisation acquires the status of a law of nature. The connection between the farmer’s appearance and the arrival of food, is the turkeys decide, a brute fact of reality, and to question it would be a clear sign of insanity. Things continue in much the same way until one cold December morning – 24th December to be precise – The farmer breaks the neck of the first Turkey that comes up to him to be fed.
  • 23. Activity To what extent do human beings sometimes act like the turkeys in the story? The turkeys turned out to be wrong, but do you think that their belief was reasonable? What does this suggest to you about the relationship between reason and truth?
  • 24. The point The story of the turkeys alerts us to the fact that even well confirmed generalisations can fail us. Newton’s laws of motion were confirmed by observational evidence on countless occasions and were believed to be true for more than 200 years. Nevertheless they eventually turned out to be false. Despite the obvious survival value of inductive reasoning we might ask how we can know that the future will be similar to the past in any respect. How can we be sure that the laws of physics, together with the countless regularities that we take for granted, wont suddenly break down tomorrow. Think about the film The Matrix
  • 25. Lateral Thinking Both inductive and deductive reasoning have their flaws and often confine the knower to a systematic approach to thinking. So perhaps it is better if we all had a little more intellectual flexibility. According to Eduardo de Bono (1993-) if we are to escape from the ‘prison of consistency’ then we must learn to ‘think outside of the box’ and come up with more creative ways to looking at problems. He argues we cannot rely on traditional logic to give us new ideas, we need to adopt a more creative way of thinking that encourages us to search actively for better solutions to problems.
  • 26. Give a rational explanation to each of the following problems – try to think outside of the box. A man walks into the bar and asks the barman for a glass of water. The barman pulls out a gun and points it at the man. The man says ‘Thank you’ and walks out. A man is lying dead in a field. Next to him there is an unopened package. There is no other creature in the field. How did he die? Anthony and Cleopatra are lying dead on the floor of a villa in Egypt. Nearby is a broken bowl. There is no mark on either side of their bodies and they were not poisoned. How did they die? A man rode into town on Friday. He stayed 3 nights and then left on Friday. How come?
  • 27. Part 2 Two boxers are in a boxing fight (regular boxing not kick boxing). The fight is scheduled for 12 rounds but ends after 6 rounds after one boxer knocks out the other boxer. Yet no man throws a punch. How is this possible? In your cellar there are 3 light switches in the OFF position. Each switch controls one of the light bulbs on the floor above. You may move any of the switches but you may only go upstairs to inspect the bulbs one time. How can you determine the switch for each bulb with one inspection? A landscape gardener is given instructions to plant 4 special trees so that each one is exactly the same distance from each of the others. How would you arrange the trees? Connect the 9 crosses below using only 4 straight lines and without taking the pen off the paper. X XX X XX X XX
  • 28. Conclusion Rationalist philosophers like Rene Descartes believed that reason was a way of knowing that can give us certainty. But as we have seen this belief is open to serious doubt. For reason is only as certain as the premises on which it is based, and it is always possible that we have reasoned badly in arguing from premises to conclusions. We also raised various philosophical doubts about induction and deduction but in practice it is difficult to see how we can do without these two ways of reasoning. It seems that reason like other ways of knowing is a double edged tool. We need to reason to develop consistent beliefs about the world but we can become trapped in the ‘prison of logic’ and this can stifle our creativity. Furthermore, reason is not appropriate in every situation, and if someone is too rational they may simply come across as a cold and unfeeling robot. Reason needs to be balanced by emotion.