Practical Argumentation by George K. Pattee (books for new readers .txt) đź“•
CHAPTER II
THE SUBJECT
The subject of an argument must always be a complete statement. The reason for this requirement lies in the fact that an argument can occur only when men have conflicting opinions about a certain thought, and try to prove the truth or falsity of this definite idea. Since a term--a word, phrase, or other combination of words not a complete sentence--suggests many ideas, but never stands for one particular idea, it is absurd as a subject to be argued. A debatable subject is always a proposition, a statement in which something is affirmed or denied. It would be impossible to uphold or attack the mere term, "government railroad supervision," for this expression carries with it no specific thought. It may suggest that government railroad supervision has been inadequate in the past; or that government supervision is at present unnecessary; or that the government is about to assume stricter supervision. The term affords no common ground on
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Captain J. A. Moss, of the Twenty-fourth Infantry, a member of General Corbin’s staff, is quoted by Mr. Bryan, in the “Commoner” of April 27th, 1906, as saying in an article published in a Manila paper while Mr. Bryan was in the islands, with reference to the wishes of “the great majority” of Filipinos, that “to please them, we cannot get out of the islands too soon.” [Footnote: North American Review, Vol. CLXXXIV, p. 136.]
II. REASONING.
As has been said, proof consists of evidence and reasoning. Evidence has been considered first because this order corresponds to the way in which proof is usually generated; obviously, the discovery of facts precedes the process of reasoning which shows their significance. In some instances, however, this order is reversed: a man may form a theory and then hunt for the facts on which to base it; but in general, facts precede inferences.
Since all people when they reason do not reach the same conclusion, it is very essential for a student to investigate the various processes of reasoning. Given exactly the same evidence, some men will draw one conclusion, some another. A current periodical recognizes this fact when it says:—
How widely divergent may be conclusions drawn from the same source can be judged by contrasting these two statements: Messrs. Clark and Edgar declare that “where municipal ownership has been removed from the realm of philosophic discussion and put to the test of actual experience it has failed ingloriously”; Professor Parsons and Mr. Bemis on the contrary assert, to use Professor Parsons’ words, “it is not public ownership, but private ownership, that is responsible for our periodic crisis and the ruin of our industries,” and “it is not impossible that the elimination of the public service corporations through public ownership is one of the things that would do more to help along the process of making our cities fit.” [Footnote: Outlook, July 27, 1907.]
Because of the divergencies in the results produced by reasoning, a student should study with considerable care the various processes of arriving at a conclusion, so that he may be able to tell what methods are strong, what are weak, and what are fallacious.
According to a common classification, there are two methods of reasoning: the inductive process, and the deductive process.
1. INDUCTIVE REASONING. When one carefully investigates his reasons for believing as he does, he often finds that he accepts a certain statement as true because he is familiar with many specific instances that tend to establish its truth. The belief that prussic acid is poisonous is based upon the large number of instances in which its deadly effect has been apparent. The fact that railroad men are exposed to injury is unquestioned because every one is familiar with the many accidents that occur each year. The statement that water freezes at thirty-two degrees Fahrenheit has been proved true by innumerable tests. This process of reasoning by which, from many specific instances, the truth of a general statement is established, is called induction.
An example of inductive reasoning is found in the following passage:—
Does the closing of the saloons affect appreciably the amount of drunkenness in the community? A comparison of the same town or city in successive years—one year under one system, and the next year under the other—furnishes a basis for accurate judgment. Evidence of this sort is all one way, and it seems to be conclusive.
The tables prepared by the Massachusetts Bureau of Statistics of Labor, in 1905, under special instructions from the legislature, show that in Haverhill the average number of arrests per month under license was 81.63, under no-license, 26.50; in Lynn, under license, 315, under no-license, 117.63; in Medford, under license, 20.12, under no-license, 13.25; in Pittsfield, under license, 93.25, under no-license, 36.75; and in Salem, under license, 140.50, under no-license, 29.63. Such comparisons might be multiplied, but it is unnecessary. There is no escaping the conclusion that the closing of the saloons, under the Local Option system, does sensibly diminish the volume of drunkenness. [Footnote: Atlantic Monthly, Vol. XC, p. 437.]
In using inductive reasoning, one must always be on his guard against drawing conclusions too hastily. It is never correct to conclude from a consideration of only a few instances that a general truth has been discovered. Further examination may show that the opinion first formed will not hold. Some people call all men dishonest because several acquaintances have not kept faith with them. Others are ready to believe that because they have made money in the stock market all can do likewise. Most superstitions arise through generalization from too few instances: those who have several times met misfortune on the thirteenth day of the month are apt to say that the thirteenth is always an unlucky day. Such reasoning as this shows the weakness of inductive argument: a conclusion is worthless if it is drawn from too few examples.
Professor Fred Lewis Pattee, in writing on Errors in Reasoning, says:—
Children and even adults often generalize from a single experience. A little boy cautioned me at one time to keep away from a certain horse, for “white horses always kick.” An old Pennsylvania farmer laid down the law that shingles laid during the increase of the moon always curl up. He had tried it once and found out. A friend will advise you to take Blank’s Bitters: “I took a bottle one spring and felt much better; they always cure.” Physicians base their knowledge of medicines upon the observations of thousands of trained observers through many years, and not upon a single experience. Most people are prone to judge their neighbors from too slight acquaintance. If a man is late at an appointment twice in succession, someone is sure to say: “Oh, he’s always late.” This is poor thinking because it is bad judgment. Judgments should be made with care and from fullness of experience. [Footnote: The Adult Bible Class and Teacher Training Monthly, May, 1908, page 295.]
The following quotation illustrates how often hasty generalizations create prejudice and sway public judgment:—
There is an impression shared by many that the relation between the white and black races in this country is becoming less amicable and more and more surcharged with injustice. The basis for this impression is to be found in certain dramatic and sensational events, in particular the riots in Springfield, Illinois, and in Atlanta, Georgia. The memory of those events is becoming faint in many minds; but the impression they created remains. A dramatic event will have an effect upon public opinion which statistics, more significant but less picturesque, will altogether fail to produce. In the horror at the brief work of a mob the diminution in the annual number of lynchings is forgotten.
The fundamental mistake in this is in the picking out of a startling episode or a reckless utterance and regarding it as typical. We do not arrive at the truth in that way. The Black Hand assassin does not furnish a true index to the Italian character. Aaron Burr is not an exhibit of the product of American Puritanism. So, if we wish to find out what American democracy has done with the negro, we do not search, if we are wise, into the chain-gang of Georgia or into the slums of New York. [Footnote: The Outlook, April 4, 1908.]
The value of inductive reasoning depends upon the number of instances observed. Very seldom is it possible to investigate every case of the class under discussion. Of course this can sometimes be done. For instance, one may be able to state that all his brothers are college graduates, since he can speak authoritatively concerning each one of them. But usually an examination of every instance is out of the question, and whenever induction is based on less than all existing cases, it establishes only probable truth.
From the foregoing it is seen that the tests for induction are two:—
(1) Have enough instances of the class under consideration been investigated to establish the existence of a general law?
(2) Have enough instances been investigated to establish the probable existence of a general law?
2. DEDUCTIVE REASONING. Deductive reasoning is the method of demonstrating the truth of a particular statement by showing that some general principle, which has previously been established or which is admitted to be true, applies to it. A stranger on coming to the United States might ask whether our postal system is a success. The answer would perhaps be, “Yes, certainly it is, for it is maintained by the government, and all our government enterprises are successful.” When the metal thurium was discovered, a query doubtless arose as to whether it was fusible. It was then reasoned that since all metals hitherto known were fusible, and since thurium was a metal, undoubtedly it was fusible. Stated in clearer form, the reasoning in each case would be:—
A. All our government enterprises are successful.
B. The United States postal system is a government enterprise.
C. Therefore the United States postal system is successful.
A. All metals are fusible.
B. Thurium is a metal.
C. Therefore thurium is fusible.
Such a series of statements is called a syllogism. A syllogism always consists of a major premise (A), a minor premise (B), and a conclusion (C). The major premise always states a general law; the minor premise shows that the general law applies to the particular case under consideration; and the conclusion is, in the light of the two premises, an established truth.
The strength of deductive argument depends on two things: the truth of the premises and the framing of the syllogism. The syllogism must always be so stated that a conclusion is derived from the application of a general law to some specific instance to which the law obviously applies. In the next place, the premises must be true. If they are only probably correct, the conclusion is a mere presumption; if either one is false, the conclusion is probably false. But if the syllogism is correctly framed, and if both premises are true, the conclusion is irrefutable. As premises are facts that have first been established by induction, the relation between inductive and deductive reasoning is very close. In fact, deduction depends on induction for its very existence. To overthrow a deductive argument all that is necessary is to show the error in the inductive process that built up either one or both of the premises.
The tests for deduction are:—
(1) Are both premises true?
(2) Is the fact stated in the minor premise an instance of the general law expressed in the major premise?
In practical argumentation it is not always necessary or desirable to express a deductive argument in full syllogistic form. One premise is frequently omitted; the syllogism thus shortened is called an enthymeme. The reasoning then takes some such form as, “This man will fail in business because he is incompetent.” The major premise, “All incompetent men fail in business,” is understood, but is not expressed. The enthymeme constitutes as strong and forceful an argument as the syllogism, provided the suppressed premise is a well-established fact; but whenever this premise is not accepted as true, it must be stated and proved. The argument will then consist of the full syllogistic process.
The following outline illustrates the chief difference between induction and deduction:—
The game of football benefits the players physically, because
(Induction.)
1. Football is known to have benefited Henry Harvey. 2. Football is known to have benefited Frank Barrs. 3. Football is known to have benefited Penn Armstrong.
(Deduction.)
1. The game affords the players regular exercise. 2. The game takes them out in the open air. 3. The game develops the
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