A Course of Mathematics, Volume 1Longman, Rees, 1836 - Mathematics |
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Page
... Position ... 96 18 Double Position 97 Practical Questions ...... 100 - Multiplication ..................... . Division ....... Compound Proportion ............... ..... Tables of Weights and Measures ......... French and English ...
... Position ... 96 18 Double Position 97 Practical Questions ...... 100 - Multiplication ..................... . Division ....... Compound Proportion ............... ..... Tables of Weights and Measures ......... French and English ...
Page 2
... position or premises . 12. An Axiom , or Maxim , is a self - evident proposition ; requiring no formal demonstration to prove its truth ; but received and assented to as soon as men- tioned . Such as , The whole of any thing is greater ...
... position or premises . 12. An Axiom , or Maxim , is a self - evident proposition ; requiring no formal demonstration to prove its truth ; but received and assented to as soon as men- tioned . Such as , The whole of any thing is greater ...
Page 10
... 20000 = 5000 × 4 22712 5678 X 4 To multiply by a Number consisting of Several Figures . X 10 ARITHMETIC . Double Fellowship 88 Simple Interest 89 Compound Interest 91 Alligation Medial 92 Alligation Alternate 93 Single Position 96.
... 20000 = 5000 × 4 22712 5678 X 4 To multiply by a Number consisting of Several Figures . X 10 ARITHMETIC . Double Fellowship 88 Simple Interest 89 Compound Interest 91 Alligation Medial 92 Alligation Alternate 93 Single Position 96.
Page 15
... contained in the whole dividend , so often must any part of the former be contained in a like part of the latter . . · 13 1. Divide 3704196 by 20 . 2,0 ) 370419,6 Quot DIVISION . 15 Double Position 97 Practical Questions 100.
... contained in the whole dividend , so often must any part of the former be contained in a like part of the latter . . · 13 1. Divide 3704196 by 20 . 2,0 ) 370419,6 Quot DIVISION . 15 Double Position 97 Practical Questions 100.
Page 59
... position as in our common notation . But if there were distinct and concentrated symbols employed to designate the numbers 10 and 11 , ( as Žor and II or π , as Mr. Barlow has employed them in his Theory of Numbers , p . 222 ) , then we ...
... position as in our common notation . But if there were distinct and concentrated symbols employed to designate the numbers 10 and 11 , ( as Žor and II or π , as Mr. Barlow has employed them in his Theory of Numbers , p . 222 ) , then we ...
Common terms and phrases
AB² ABCD Algebra altitude arithmetical arithmetical progression base bisect breadth centre chord circle circumference coefficients contained Corol cube root decimal denominator denote diagonal diameter distance divide dividend division divisor draw drawn equal equation equiangular EXAMPLES expression feet figure fraction frustum geometrical geometrical progression given number gives greater half height Hence improper fraction inches infinite series integer intersect length less logarithms measure method multiply number of terms parallel parallelogram perpendicular plane polygon PROBLEM proportional Q. E. D. THEOREM quadratic equation QUEST quotient radius ratio rectangle Reduce remainder right angles right-angled triangle rule segment sides sine solid angle square root straight line subtract surd tangent third triangle ABC u₁ VULGAR FRACTIONS yards