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Coordinate geometry

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Nội dung chi tiết: Coordinate geometry

Coordinate geometry

LUTHER l»FAHLER EISENHARTCoordinate Geometrywww.pdfgrip.comCOORDINATEGEOMETRYBYLUTHER PFAHLER EISENHARTPROFESSOR OF MATHEMATICSPRINCETON UNIVERSITYDOV

Coordinate geometry VER PUBLICATIONS, INC.www.pdfgrip.comCopyright, 1939, by Ginn and CompanyAll Rights ReservedThis new Dover edition first published in 1960 is an unabr

idged and unaltered republication of the First Edition.This book is republished by permission of Ginn and Company, the original publisher of this text Coordinate geometry

.Manufactured in the United States of AmericaDover Publications, Inc. 180 Varick StreetNew York 14, New Yorkwww.pdfgrip.comPreface99The purposes and g

Coordinate geometry

eneral plan of this book are set forth in the Introduction. Its practicability as a text has been tested and proved through use during two years in fr

LUTHER l»FAHLER EISENHARTCoordinate Geometrywww.pdfgrip.comCOORDINATEGEOMETRYBYLUTHER PFAHLER EISENHARTPROFESSOR OF MATHEMATICSPRINCETON UNIVERSITYDOV

Coordinate geometry students, who have shown keen interest and helpfulness in the development of the project.An unusual feature of the book is the presentation of coordin

ate geometry in the plane in such manner as to lead readily to the study of lines and planes in space as a generalization of the geometry of the plane Coordinate geometry

; this is done in Chapter 2. It has been our experience that the students have little, if any, difficulty in handling the geometry of space thus early

Coordinate geometry

in the course, in the way in which it is developed in this chapter.We have also found that students who have studied determinants in an advanced cour

LUTHER l»FAHLER EISENHARTCoordinate Geometrywww.pdfgrip.comCOORDINATEGEOMETRYBYLUTHER PFAHLER EISENHARTPROFESSOR OF MATHEMATICSPRINCETON UNIVERSITYDOV

Coordinate geometry this subject.In the preparation and revisions of the text the author has received valuable assistance from the members of the staff at Princeton — in

particular, Professors Knebelman and Tucker and Messrs. Tompkins, Daly, Fox, Titt, Traber, Battin, and Johnson; the last two have been notably helpfu Coordinate geometry

l in the preparation of the final form of the text and in the reading of the proof. The Appendix to Chapter 1, which presents the relation between the

Coordinate geometry

algebraic foundations of coordinate geometry and axioms of Hilbert for Euclidean plane geometry, is due in the main to Professors Bochner and Church

LUTHER l»FAHLER EISENHARTCoordinate Geometrywww.pdfgrip.comCOORDINATEGEOMETRYBYLUTHER PFAHLER EISENHARTPROFESSOR OF MATHEMATICSPRINCETON UNIVERSITYDOV

Coordinate geometry ns for me to express my appreciation of the courtesy and cooperation of Ginn and Company in the publication of this book.LUTHER PFAHLER EISENHARTwww.p

dfgrip.comwww.pdfgrip.comContentsftPACE INTRODUCTIONix Coordinate geometry

LUTHER l»FAHLER EISENHARTCoordinate Geometrywww.pdfgrip.comCOORDINATEGEOMETRYBYLUTHER PFAHLER EISENHARTPROFESSOR OF MATHEMATICSPRINCETON UNIVERSITYDOV

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