A Course of Mathematics: Composed for the Use of the Royal Military Academy |
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... Logarithms Exponential Equations • 643 Interest and Annuities 644 GEOMETRY AND CONIC SECTIONS . Equation to a straight line . Discussion of equation to straight line • 646 648 Definitions . Axioms Theorems • 357 • Problems connected ...
... Logarithms Exponential Equations • 643 Interest and Annuities 644 GEOMETRY AND CONIC SECTIONS . Equation to a straight line . Discussion of equation to straight line • 646 648 Definitions . Axioms Theorems • 357 • Problems connected ...
Page 1
... Logarithmic Functions On Circular Functions 787 Projectiles in a Non - resisting Me- 788 dium • 844 • Integration by Series 795 Practical Rules in Projectiles . 851 • Determination of Arbitrary Con- Descents on Inclined Planes 854 ...
... Logarithmic Functions On Circular Functions 787 Projectiles in a Non - resisting Me- 788 dium • 844 • Integration by Series 795 Practical Rules in Projectiles . 851 • Determination of Arbitrary Con- Descents on Inclined Planes 854 ...
Page 334
... LOGARITHMS . 196. LOGARITHMs are artificial numbers , adapted to 834 ALGEBRA . Investigation of Binomial Theorem The Exponential Theorem.
... LOGARITHMS . 196. LOGARITHMs are artificial numbers , adapted to 834 ALGEBRA . Investigation of Binomial Theorem The Exponential Theorem.
Page 335
... logarithms , all numbers are considered as the powers of some one number , arbitrarily assumed , which is called the BASE of the system , and the exponent of that power of the base which is equal to any given number is called the LOGARITHM ...
... logarithms , all numbers are considered as the powers of some one number , arbitrarily assumed , which is called the BASE of the system , and the exponent of that power of the base which is equal to any given number is called the LOGARITHM ...
Page 336
... logarithm of 2970 we can obtain the exact logarithm of very few numbers , but taking a sufficient number of decimals we can approach as nearly as we please to the true logarithm , as will be seen when we come to treat of the ...
... logarithm of 2970 we can obtain the exact logarithm of very few numbers , but taking a sufficient number of decimals we can approach as nearly as we please to the true logarithm , as will be seen when we come to treat of the ...
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Common terms and phrases
altitude axis base bisected body chord circle circumference co-ordinates coefficients Corol cosec cosine cube curve decimal denominator denote diameter difference differential co-efficient distance Divide divisor draw drawn equal EXAMPLES expression feet figure force fraction frustum function given greater greatest common measure Hence hyperbola inches latus rectum least common multiple length logarithm manner monomial multiplied negative nth root opposite P₁ parabola parallel parallelogram perpendicular plane polynomial positive Prob PROBLEM PROP proportional proposed equation quotient radius ratio rectangle reduced remainder right angles rule sides sine specific gravity square root straight line substitute subtract tangent THEOREM triangle ABC unknown quantity velocity VULGAR FRACTIONS weight whole number yards