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Proposed new customs tariff

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fullscreen: Proposed new customs tariff

Monograph

Identifikator:
1016540337
URN:
urn:nbn:de:zbw-retromon-79957
Document type:
Monograph
Title:
Proposed new customs tariff
Place of publication:
London
Publisher:
Printed under the authority of His Majesty's Stationery Office by Darling and Son, Limited
Year of publication:
1914
Scope:
1 Online-Ressource (IV, 110 Seiten)
Digitisation:
2018
Collection:
Economics Books
Usage license:
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Chapter

Document type:
Monograph
Structure type:
Chapter
Title:
Section 3. Mineral products
Collection:
Economics Books

Contents

Table of contents

  • Proposed new customs tariff
  • Title page
  • Contents
  • Section 1. Animal materials
  • Section 2. Vegetable products
  • Section 3. Mineral products
  • Section 4. Tectile materials and manufactures thereof
  • Section 5. Industrial, oils, vanishes, and blacking, combustible materials, and paints
  • Section 6. Paper, cardboard, and manufactures thereof
  • Section 7. Beverages an liquors
  • Section 8. Perfumery, pharamaceutical and chemical products
  • Section 9. Machines, instruments, tools, apparatus, &c.
  • Section 10. Arms, ammunition, and explosives
  • Section 11. Miscellaneous

Full text

THEORY OF STATISTICS. 
that is (aD) i) (ap) 
(B)  (B)’ 
and the other two identities may be similarly deduced. 
The student may find it easier to grasp the nature of the rela- 
tions stated if the frequencies are supposed grouped into a table 
with two rows and two columns, thus: — 
Attribute. 
Attribute. — Total. 
B B 
2 (45) (48) (1) 
a (aB) (aB) i (a) 
CAT —— | CEE TEST ceo rm er c—— 
Total (B) 8) N 
Equation (1) states a certain equality for the columns; if this 
holds good, the corresponding equation 
(4B) (eB) 
4) (a 
must hold for the rows, and so on. 
2. The criterion may, however, be put into a somewhat 
different and theoretically more convenient form. The equation 
(1) expresses (AB) in terms of (B), (5), and a second-order fre- 
quency (4); eliminating this second-order frequency we have— 
(45) (ABYyL(AR) (4) 
(By (By Hy 
s.e. in words, “the proportion of 4’s amongst the B’s is the same 
as in the universe at large.” The student should learn to recog- 
nise this equation at sight in any of the forms— 
HY, 
(B) "& 
(4B) = (8) ) 
“am 2 
AB 
AB)=2"t"1 
(am) -E3 
4B) 4) B) 4 
Eh 
The equation (d) gives the important fundamental rule : If the attre- 
butes A and B are independent, the proportion of AB's tn the universe 
ts equal to the proportion of A’s multiplied by the proportion of B’s. 
26 
{.
	        

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