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Calculus notes (1st edition)
William L Briggs, Lyle Cochran - ISBN: 9780321954428
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View all 8 notes for Calculus, written by William L Briggs, Lyle Cochran. All Calculus notes, flashcards, summaries and study guides are written by your fellow students or tutors. Get yourself a Calculus summary or other study material that matches your study style perfectly, and studying will be a breeze.
Best selling Calculus notes
Component form of vectors Engineering vector notation Position vectors Magnitude of vectors Unit vectors Scalar multiples Parallel vectors
- Class notes
- • 2 pages •
Component form of vectors Engineering vector notation Position vectors Magnitude of vectors Unit vectors Scalar multiples Parallel vectors
Parametric equations general form Parameters Parametric descriptions Parametric equations of a circle Proof of parametric circle
- Class notes
- • 2 pages •
Parametric equations general form Parameters Parametric descriptions Parametric equations of a circle Proof of parametric circle
This file has all lecture notes from the semester with detailed theory definitions, examples, and uses. The file also includes written out and solved homework problems and an in depth final review which helped me get a 93% on the final exam.
- Class notes
- • 132 pages •
This file has all lecture notes from the semester with detailed theory definitions, examples, and uses. The file also includes written out and solved homework problems and an in depth final review which helped me get a 93% on the final exam.
Extrusions along x,y,z axes Generating curves Traces in x,y,z Quadric surfaces classification Ellipsoid, Elliptic paraboloid, Hyperbolic paraboloid, Hyperboloid of one sheet, Hyperboloid of two sheets, Hyperbolic cones, Elliptic cones
- Class notes
- • 3 pages •
Extrusions along x,y,z axes Generating curves Traces in x,y,z Quadric surfaces classification Ellipsoid, Elliptic paraboloid, Hyperbolic paraboloid, Hyperboloid of one sheet, Hyperboloid of two sheets, Hyperbolic cones, Elliptic cones
Position vector function Vector Equations Parametric Equations Non-simple planes Normal vector Orthogonal vector
- Class notes
- • 3 pages •
Position vector function Vector Equations Parametric Equations Non-simple planes Normal vector Orthogonal vector
Cross products of 2 component vectors <x,y> and 3 component vectors <x,y,z> Engineering notation of cross products Order of cross products Properties of cross products Geometric property of cross product
- Class notes
- • 2 pages •
Cross products of 2 component vectors <x,y> and 3 component vectors <x,y,z> Engineering notation of cross products Order of cross products Properties of cross products Geometric property of cross product
Dot products Properties of dot products Angle of separation Geometric formula of dot product Projections Orthogonals
- Class notes
- • 2 pages •
Dot products Properties of dot products Angle of separation Geometric formula of dot product Projections Orthogonals
Intersections of cone(s) with a plane Parabola Ellipse Circle Hyperbola Semi-major axis Semi-minor axis Standard form of conics Asymptotes
- Class notes
- • 2 pages •
Intersections of cone(s) with a plane Parabola Ellipse Circle Hyperbola Semi-major axis Semi-minor axis Standard form of conics Asymptotes
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Newest Calculus summaries
Component form of vectors Engineering vector notation Position vectors Magnitude of vectors Unit vectors Scalar multiples Parallel vectors
- Class notes
- • 2 pages •
Component form of vectors Engineering vector notation Position vectors Magnitude of vectors Unit vectors Scalar multiples Parallel vectors
Parametric equations general form Parameters Parametric descriptions Parametric equations of a circle Proof of parametric circle
- Class notes
- • 2 pages •
Parametric equations general form Parameters Parametric descriptions Parametric equations of a circle Proof of parametric circle
This file has all lecture notes from the semester with detailed theory definitions, examples, and uses. The file also includes written out and solved homework problems and an in depth final review which helped me get a 93% on the final exam.
- Class notes
- • 132 pages •
This file has all lecture notes from the semester with detailed theory definitions, examples, and uses. The file also includes written out and solved homework problems and an in depth final review which helped me get a 93% on the final exam.
Extrusions along x,y,z axes Generating curves Traces in x,y,z Quadric surfaces classification Ellipsoid, Elliptic paraboloid, Hyperbolic paraboloid, Hyperboloid of one sheet, Hyperboloid of two sheets, Hyperbolic cones, Elliptic cones
- Class notes
- • 3 pages •
Extrusions along x,y,z axes Generating curves Traces in x,y,z Quadric surfaces classification Ellipsoid, Elliptic paraboloid, Hyperbolic paraboloid, Hyperboloid of one sheet, Hyperboloid of two sheets, Hyperbolic cones, Elliptic cones
Position vector function Vector Equations Parametric Equations Non-simple planes Normal vector Orthogonal vector
- Class notes
- • 3 pages •
Position vector function Vector Equations Parametric Equations Non-simple planes Normal vector Orthogonal vector
Cross products of 2 component vectors <x,y> and 3 component vectors <x,y,z> Engineering notation of cross products Order of cross products Properties of cross products Geometric property of cross product
- Class notes
- • 2 pages •
Cross products of 2 component vectors <x,y> and 3 component vectors <x,y,z> Engineering notation of cross products Order of cross products Properties of cross products Geometric property of cross product
Dot products Properties of dot products Angle of separation Geometric formula of dot product Projections Orthogonals
- Class notes
- • 2 pages •
Dot products Properties of dot products Angle of separation Geometric formula of dot product Projections Orthogonals
Intersections of cone(s) with a plane Parabola Ellipse Circle Hyperbola Semi-major axis Semi-minor axis Standard form of conics Asymptotes
- Class notes
- • 2 pages •
Intersections of cone(s) with a plane Parabola Ellipse Circle Hyperbola Semi-major axis Semi-minor axis Standard form of conics Asymptotes
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