How to Write Clearly

Renew：Part 16
Author：Edwin Abbott Abbott
Update：08-15-2023
Tags：Other Books
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Chapter List

Chapter 1
Chapter 2
Chapter 3
Chapter 4
Chapter 5
Chapter 6
Chapter 7
Chapter 8
Chapter 9
Chapter 10
Chapter 11
Chapter 12
Chapter 13
Chapter 14
Chapter on Simile and Metaphor concludes the subject of Diction. We have found, in the course of teaching, that a great deal of confusion in speaking and writing, and still more in reading and attempting to understand the works of our cla.s.sical English authors, arises from the inability to express the literal meaning conveyed in a Metaphor. The application of the principle of Proportion to the explanation of Metaphor has been found to dissipate much of this confusion. The youngest pupils readily learn how to "expand a Metaphor into its Simile;" and it is really astonishing to see how many difficulties that perplex young heads, and sometimes old ones too, vanish at once when the key of "expansion" is applied. More important still, perhaps, is the exactness of thought introduced by this method. The pupil knows that, if he cannot expand a metaphor, he does not understand it. All teachers will admit that to force a pupil to see that he does not understand any thing is a great stride of progress. It is difficult to exaggerate the value of a process which makes it impossible for a pupil to delude himself into the belief that he understands when he does not understand.
Chapter just mentioned belonging to the Second Part) is to enable the pupil to read English Poetry with intelligence, interest, and appreciation. To teach any one how to read a verse so as to mark the metre on the one hand, without on the other hand converting the metrical line into a monotonous doggerel, is not so easy a task as might be supposed. Many of the rules stated in this Part have been found of practical utility in teaching pupils to hit the mean. Rules and ill.u.s.trations have therefore been given, and the different kinds of metre and varieties of the same metre have been explained at considerable length.