A Course of Mathematics: Composed for the Use of the Royal Military Academy |
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... functions of one variable . To find the successive differential coefficients of one variable . 694 703 Practical Questions in Mensuration . 557 Inverse Functions • • 706 Examples in differentiation · 708 ANALYTICAL PLANE TRIGONOMETRY ...
... functions of one variable . To find the successive differential coefficients of one variable . 694 703 Practical Questions in Mensuration . 557 Inverse Functions • • 706 Examples in differentiation · 708 ANALYTICAL PLANE TRIGONOMETRY ...
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... Functions . 767 Integration of Irrational Functions . On Exponential Functions 771 MECHANICS - DYNAMICAL PART . Collision of Spherical Bodies . Fundamental Equations of Motion The Laws of Gravity · Projectiles in a Non - resisting Me ...
... Functions . 767 Integration of Irrational Functions . On Exponential Functions 771 MECHANICS - DYNAMICAL PART . Collision of Spherical Bodies . Fundamental Equations of Motion The Laws of Gravity · Projectiles in a Non - resisting Me ...
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... functions of one variable 691 Mensuration of Planes 510 To find the first differential coeffi- Mensuration of Solids 520 cients of compound functions of Land Surveying 525 one variable . 694 Artificers ' Works and Timber Mea- To find ...
... functions of one variable 691 Mensuration of Planes 510 To find the first differential coeffi- Mensuration of Solids 520 cients of compound functions of Land Surveying 525 one variable . 694 Artificers ' Works and Timber Mea- To find ...
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... Functions 767 Collision of Spherical Bodies . . . 834 Integration of Irrational Functions . 771 Fundamental Equations of Motion 839 On Exponential Functions 786 The Laws of Gravity 841 On Logarithmic Functions 787 Projectiles in a Non ...
... Functions 767 Collision of Spherical Bodies . . . 834 Integration of Irrational Functions . 771 Fundamental Equations of Motion 839 On Exponential Functions 786 The Laws of Gravity 841 On Logarithmic Functions 787 Projectiles in a Non ...
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... function of x . In general , every quantity , whose value depends upon one or more quantities , is said to be a FUNCTION of these quantities . Thus , in the equation y = a x + b , we say that y is a function of x , and that y is ...
... function of x . In general , every quantity , whose value depends upon one or more quantities , is said to be a FUNCTION of these quantities . Thus , in the equation y = a x + b , we say that y is a function of x , and that y is ...
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Common terms and phrases
algebraic axis bisected centre chord ciphers circle circumference co-ordinates coefficient contained Corol cosec cosine cube root curve decimal denominator denotes diameter difference differential co-efficient distance Divide dividend division divisor draw dy dx equal EXAMPLES exponent expression extract factors feet figure fraction given number greater greatest common measure Hence hyperbola inches latus rectum least common multiple logarithm manner monomial Multiply negative nth root number of terms parallel parallelogram perpendicular plane polynomial positive Prob PROBLEM Prop proportional quotient radius ratio rectangle Reduce remainder right angles rule sides sine square root straight line substitute subtract tangent THEOREM unknown quantity VULGAR FRACTIONS whole number yards