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" N, and this will give us MXQ : NXQ = NXP : NX Q. Thus from the self-evident truth of article 78 we find that the product of the means bears the same ratio to the product NXQ that is borne to it by the product of the extremes. And as it is self-evident... "
A Second Book in Geometry - Page 22
by Thomas Hill - 1863 - 136 pages
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The Mathematical Monthly, Volume 2

John Daniel Runkle - Mathematics - 1860 - 460 pages
...P : Q into NXP, we must, at all events, multiply each term by N, and this will give us MXQ : NXQ = NXP : NX Q. Thus from the self-evident truth of article...for lengths. Thus an inch, a foot, a pace, a span, etc., are units. The length of any line is its ratio to the unit of length. 85. Definition. A unit...
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The Mathematical Monthly, Volume 2

1860 - 462 pages
...: Q into NXP, we must, at all events, multiply each term by JÍ, and this will give us MXQ : NXQ = NXP : NX Q. Thus from the self-evident truth of article...to the product of the extremes. 84. Definitions. A una of length is a line taken аз a standard of comparison for lengths. Thus an inch, a foot, a pace,...
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Algebra: Adapted to the Course of Instruction Usually Pursued in the ...

Paul Allen Towne - Algebra - 1865 - 314 pages
...are means, a and b the first couplet, and b and d the second couplet. 6. If the means of a proportion are the same quantity, that quantity is called a mean proportional between the other two ; and the last term is a third proportional to the first term and one of the means. Thus,...
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A First Course in Algebra, Volume 20

Edward Ira Edgerton, Perry Amherst Carpenter - Algebra - 1923 - 426 pages
...common denominator, the result is ad = be. Thus, we have proved the When the two means of a proportion are the same quantity, that quantity is called a mean proportional between the other two quantities. Thus, in the proportion a : b = b : c, b is a mean proportional between a and...
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A Second Course in Algebra, Book 2

Edward Ira Edgerton, Perry Amherst Carpenter - Algebra - 1924 - 490 pages
...the product of the means is equal to the product of the extremes. When the two means of a proportion are the same quantity, that quantity is called a mean proportional between the other two quantities. Thus, in the proportion a : b = b : c, b is a mean proportional between a and...
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