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Economic essays

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fullscreen: Economic essays

Monograph

Identifikator:
1753623200
URN:
urn:nbn:de:zbw-retromon-136107
Document type:
Monograph
Title:
Economic essays
Place of publication:
New York
Publisher:
Macmillan
Year of publication:
1927
Scope:
viii, 368 S.
Ill., graph. Darst.
Digitisation:
2021
Collection:
Economics Books
Usage license:
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Chapter

Document type:
Monograph
Structure type:
Chapter
Title:
A statistical method for measuring "marginal utility" and testing the justice of a progressive income tax / Irving Fisher
Collection:
Economics Books

Contents

Table of contents

  • Economic essays
  • Title page
  • Contents
  • John Bates Clark as an economist / Jacob H. Hollander
  • Static economics and business forecasting / Benjamin M. Anderson, Jr.
  • The enterpreneur and the supply of capital / George E. Barnett
  • The malthusiad fantasia economica / James Bonar
  • The static state and the technology of economic reform / Thomas Nixon Carver
  • The relation between statics and dynamics / John Maurice Clark
  • Elasticity of supply as a determinant of distribution / Paul H. Douglas
  • Land economics / Richard T. Ely
  • Clark's reformulation of the capital concept / Frank A. Fetter
  • A statistical method for measuring "marginal utility" and testing the justice of a progressive income tax / Irving Fisher
  • Alternatives seen as basic economic facts / Franklin H. Giddings
  • Les cooperatives dans les pays latins un probléme de géographie sociale / Charles Gide
  • The farmers' indemnity / Alvin S. Johnson
  • Eight-hour theory in the american federation of labor / Henry Raymond Mussey
  • The holding movement in agriculture / Jesse E. Pope
  • The early teaching of economics in the United States / Edwin R.A. Seligman
  • A functional theory of economic profit / Charles A. Tuttle

Full text

A STATISTICAL METHOD FOR MEASURING ‘MARGINAL UTILITY’ 165 
market prices and index numbers of these. Let us suppose Fj, 
the food price level in Oddland, to be a third greater than F. 
(=1), the food price level in Evenland, or F;—$1.3314 per 
pound. 
That 1s, we divide W;F;=1 by F;—1.3314 and obtain 
W,=.75 of a “wantab.” 
We have calculated W,, the want-for-one-more dollar of the 
family called Case 1. This calculation has been made on the 
basis of data relating to food alone; but, in accordance with 
well known economic theory, we assume that the want-for-one- 
more dollar of a given family is the same as the want-for-one- 
more dollar’s worth of food, clothing, shelter or any other item 
of expenditure. 
The above process, or chain of calculations, by which W; is 
found from W, may be tabulated as follows: 
Given W; = 1 wantab 
Given F; = $1.00 
Multiplying, we get WF: = 1 wanta. 
This is same as WF, = 1 wantat 
Given F, = $1.333 
Dividing, we get W; = .75 of a wantab 
Want-for-one-more 
dollar in Case 2. 
Price Index of Food, 
Case 2. 
Want-for-one-more 
pound of food, Case 2. 
Want-for-one-more 
pound of food, Case 1. 
: Price Index of Food, 
Case 1. 
Want-for-one-more 
dollar, Case 1. 
We have now found W; from W.. We can next find Wj from 
W. analogously. Briefly: 
Given W. = 1 want~h 
PR- pie 
W.-R, 
= Want-for-one-more 
dollar, Case 2. 
Price Index of Rent, 
Case 2. 
Want-for-one-more 
square foot of housing, 
Case 2. 
Want-for-one-more 
square foot of housing, 
Case 3. 
Price Index of Rent, 
Case 3. 
= Want-for-one-more 
dollar, Case 3. 
1 wants 
Same as 
W3R; = 1 wantab 
Given 
Dividing. 
Wi: = .331 of a wantab 
wd 
ta 
We have now calculated W3, the want-for-one-more dollar of 
the family called Case 3. This calculation was made from house 
rent data, but of course represents the want-for-one-more dollar 
expended for anything else.
	        

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