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Bakst A. — Mathematics. Its Magic and Mystery
Bakst A. — Mathematics. Its Magic and Mystery



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Название: Mathematics. Its Magic and Mystery

Автор: Bakst A.

Аннотация:

There was a time when mathematics was regarded as an intricate subject that could be mastered only by the elite of the scholarly world. Fortunately, this day is long passed. We now know that anyone with a taste for figures and an interest in reading can find a vast enjoyment in the symmetry and harmony of basic mathematics and in the solving of mathematical problems.
This book is designed to make mathematics interesting. The science is not treated formally; abstract conceptions and uninteresting and abstruse procedures are completely avoided; yet at the same time the book is sufficiently complete so as to give a broad picture of mathematical fundamentals. Mathematics, in order to be appreciated by those who do not have a flare for the intangible must be seen in the light of its versatility in the various fields of human endeavor. This is very much the central theme of this book.


Язык: en

Рубрика: Математика/

Серия: Сделано в холле

Статус предметного указателя: Готов указатель с номерами страниц

ed2k: ed2k stats

Год издания: 1945

Количество страниц: 802

Добавлена в каталог: 10.10.2012

Операции: Положить на полку | Скопировать ссылку для форума | Скопировать ID
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Предметный указатель
Time line, motion along a straight line accelerated motion      623
Time line, motion in plane      625—628
Time line, uniform motion      618
Time line, uniformly accelerated motion      626
Trajectory      650 653 656 660 685
Trajectory, equation of      660 662 669 674
Trapezoid, area      530
Trapezoid, properties of      506
Trapezoidal rule for areas      534—536
Trapezoidal rule for volumes      543
Triangle, area      531
Triangle, equilateral      426
Triangle, exterior angle      592 602
Triangle, isosceles      427 496
Triangle, properties of      421
Triangle, right      384 496
Triangle, sum of interior angles      421 514
Triangles      728 731—734
Triangles, congruent      421 426
Triangles, similar      422 424—425 493 548—549
Trigonometric ratios      446—450 452—455 460—465
Trigonometric ratios (sine, cosine, and tangent)      763—769
Trigonometric ratios, calculation of      460—465
Trigonometric ratios, tables      763—769
Trigonometry, fundamental formulas      745—746
Trigonometry, fundamental relations      744—747
Trigonometry, solution of right triangles      745
Trigonometry, solution of triangles      747
Twelve-system of numeration      18 27 32—33
Two dimensions      380—383 389—390
Two-system of numeration      12—14 25
Unit of area      525
Unit of volume      541
Veering effect of a projectile      668
Velocity      620 634
Velocity of escape from earth      701—704
Velocity, component      627 659 661
Velocity, four-dimensional cube (cuboid)      562
Velocity, square      561
Velocity, straight line      560
Velocity, three-dimensional cube      561
Vertices, number of, in five-dimensional cube      562
Vision, normal      474 485
Volume of rectangular prismrrule for computation      542
Volume of sphere      546—547
Volume, concept of      539
Volume, unit of measure      541
Volumes of polyhedra      742—743
Volumes of similar solids      556 558 564 567
Walking in circle      465—468
Wave length      77
Weight      633 645
Work      635 644
Work problems      196—198
Zero dimensions      377
Zero point of coordinates      379
1 2 3
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