Uniplanar Algebra: Being Part I of a Propædeutic to the Higher Mathematical AnalysisBerkeley Press, 1893 - 141페이지 |
도서 본문에서
40개의 결과 중 1 - 5개
vii 페이지
... ALGEBRAIC OPERATION . I. QUANTITY . I. Quantities in general 2. Nature of real quantities . II . DEFINITIONS OF ALGEBRAIC OPERATIONS . 3. Algebraic addition 4. Zero ... 5. Algebraic multiplication . 6. The reciprocal . 7. Idemfactor ...
... ALGEBRAIC OPERATION . I. QUANTITY . I. Quantities in general 2. Nature of real quantities . II . DEFINITIONS OF ALGEBRAIC OPERATIONS . 3. Algebraic addition 4. Zero ... 5. Algebraic multiplication . 6. The reciprocal . 7. Idemfactor ...
viii 페이지
... 26. Law of metathesis . 43 27. The law of indices 43 28. The addition theorem . 44 29. Infinite values of a logarithm 45 30. Indeterminate exponential forms . 45 VIII . ARTICLE . SYNOPSIS OF LAWS OF ALGEBRAIC OPERATION viii CONTENTS .
... 26. Law of metathesis . 43 27. The law of indices 43 28. The addition theorem . 44 29. Infinite values of a logarithm 45 30. Indeterminate exponential forms . 45 VIII . ARTICLE . SYNOPSIS OF LAWS OF ALGEBRAIC OPERATION viii CONTENTS .
ix 페이지
... ALGEBRAIC OPERATION . 31. Law of Signs . 32-36 . Laws of association , commutation , distribution , ex- ponentiation and logarithmication 37. Properties of o , I and ∞ 38. Agenda : Involution and logarithmic operation in arith- metic ...
... ALGEBRAIC OPERATION . 31. Law of Signs . 32-36 . Laws of association , commutation , distribution , ex- ponentiation and logarithmication 37. Properties of o , I and ∞ 38. Agenda : Involution and logarithmic operation in arith- metic ...
xi 페이지
... ALGEBRA ? 85. The cycle of operations complete . 86. Definition of an algebra . PAGE . 95 96 88. For real magnitudes XIV . 87. Scale of equal parts . · 89. For complex magnitudes NUMERICAL MEASURES . 888 97 98 CHAPTER IV . CYCLOMETRY ...
... ALGEBRA ? 85. The cycle of operations complete . 86. Definition of an algebra . PAGE . 95 96 88. For real magnitudes XIV . 87. Scale of equal parts . · 89. For complex magnitudes NUMERICAL MEASURES . 888 97 98 CHAPTER IV . CYCLOMETRY ...
20 페이지
... par- ticular case . ( 8 ) . Given A : B :: Q : R and B : C :: P : Q , prove that A : C : PR . CHAPTER I. LAWS OF ALGEBRAIC OPERATION . I. QUANTITY . 20 INTRODUCTION . E Agenda: Supplementary propositions PAGE 3 3 383.
... par- ticular case . ( 8 ) . Given A : B :: Q : R and B : C :: P : Q , prove that A : C : PR . CHAPTER I. LAWS OF ALGEBRAIC OPERATION . I. QUANTITY . 20 INTRODUCTION . E Agenda: Supplementary propositions PAGE 3 3 383.
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addition and subtraction Addition Theorem Agenda amplitude angle AOQ arc-ratio B₁ base called circular sector cis ẞ commutative law complex quantities COROLLARY corresponding cosh COSK csch defined definition denoted distance equal equation equilateral hyperbola expm exponential expressed formula functions geometric addition Goniometric Ratios Hence hyperbolic functions Hyperbolic Ratios hyperbolic sector imaginary indeterminate form integers intersect inverse law of indices law of involution law of metathesis length logarithmic spiral logarithms logm modulus Multiplication and Division natural logarithms negative factors nth root OJ=j parallel plane polynomial positive Prop proportion PROPOSITION Prove the following quotient radii radius real axis real magnitudes real quantities reciprocal represent respectively sech sector sinh speed of Q straight line tanh tensor tion triangle unit circle z-plane zero