A Course of Mathematics: Composed for the Use of the Royal Military Academy |
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... Co - ordinates 663 Solid Geometry 431 Polar Co - ordinates 666 Spherical Geometry 442 Of Three Dimensions 673 Parabola 450 Equations of a point . 673 Ellipse • 457 Hyperbola 472 Application of Algebra to Geometry 487 Problems in Maxima ...
... Co - ordinates 663 Solid Geometry 431 Polar Co - ordinates 666 Spherical Geometry 442 Of Three Dimensions 673 Parabola 450 Equations of a point . 673 Ellipse • 457 Hyperbola 472 Application of Algebra to Geometry 487 Problems in Maxima ...
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... Co - ordinates Polar Co - ordinates 663 • 666 Spherical Geometry 442 Of Three Dimensions 673 Parabola 450 Ellipse 457 Hyperbola 472 Application of Algebra to Geometry 487 Problems in Maxima and Minima Equations of a point . · Equation ...
... Co - ordinates Polar Co - ordinates 663 • 666 Spherical Geometry 442 Of Three Dimensions 673 Parabola 450 Ellipse 457 Hyperbola 472 Application of Algebra to Geometry 487 Problems in Maxima and Minima Equations of a point . · Equation ...
Page 427
... every triangle is always equal to two right angles , the E P B sum of all the angles of the triangles ABP , PROPOSITIONS . 427 Equation to the Hyperbola 661 Solid Angles Solid Angles Transformation of Co-ordinates 663.
... every triangle is always equal to two right angles , the E P B sum of all the angles of the triangles ABP , PROPOSITIONS . 427 Equation to the Hyperbola 661 Solid Angles Solid Angles Transformation of Co-ordinates 663.
Page 431
... is called a right - angled cone ; if it be less than the other side , an obtuse- angled ; and if greater , an acute - angled cone . Thus , the side AC , revolving round AB ,. Solid Geometry Solid Geometry Polar Co-ordinates 666.
... is called a right - angled cone ; if it be less than the other side , an obtuse- angled ; and if greater , an acute - angled cone . Thus , the side AC , revolving round AB ,. Solid Geometry Solid Geometry Polar Co-ordinates 666.
Page 442
... when it contains only one point in common with the surface of the sphere . 7 GPROP . OP . I. Every section of a Transformation of Co-ordinates Polar Co-ordinates 663 666 Spherical Geometry Spherical Geometry Of Three Dimensions 673.
... when it contains only one point in common with the surface of the sphere . 7 GPROP . OP . I. Every section of a Transformation of Co-ordinates Polar Co-ordinates 663 666 Spherical Geometry Spherical Geometry Of Three Dimensions 673.
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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