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A) Vector geometry B) Cartesian geometry C) Euclidean space D) Linear geometry
A) Infinite B) Four C) Three D) Two
A) x, y, and z B) r, theta, and phi C) a, b, and c D) i, j, and k
A) A single linear equation B) A pair of coordinates C) An ordered triple of real numbers D) An infinite set of points
A) The midpoint of a line B) The center of a sphere C) The intersection of two planes D) The point where the axes cross
A) Cylindrical coordinates B) Quadratic coordinates C) Vectorial coordinates D) Polar coordinates
A) Four B) Three C) One D) Two
A) The entire space B) A unique line C) A unique plane D) A parallelogram
A) Intersecting lines B) Coplanar lines C) Skew lines D) Parallel lines
A) Be collinear or be parallel B) Intersect at an angle or be skewed C) Meet in a line or be parallel D) Meet at a point or be skew
A) A line B) A coordinate axis C) A hyperplane D) A quadrilateral
A) Quadrilaterals B) Points C) Lines D) Planes
A) By a single point B) By linear equations C) By quadratic equations D) By triples of points
A) By a pair of independent linear equations B) By a set of parallelograms C) By three coordinates D) By a single linear equation
A) A set of skew lines B) A unique plane C) A parallelogram D) A straight line
A) Tri-plane B) Vector-space C) 3-space D) Euclidean-manifold
A) Coordinate-spaces B) 3-manifolds C) Vector-manifolds D) 4-manifolds
A) Curvature B) Height C) Tangent D) Vector
A) Rn B) Vn C) Qn D) Cn
A) Descartes B) Aristotle C) Euclid D) Newton
A) X to XII B) XI to XIII C) I to III D) V to VIII
A) Gaspard Monge B) René Descartes C) Leonhard Euler D) Isaac Newton
A) Isaac Newton B) Pierre de Fermat C) Alexis Clairaut D) Arthur Cayley
A) Gaspard Monge B) Josiah Willard Gibbs C) Leonhard Euler D) Hermann Grassmann
A) Quaternions B) Vector analysis C) Calculus D) Matrices
A) Arthur Cayley B) Giuseppe Peano C) William Rowan Hamilton D) Hermann Grassmann
A) Alexis Clairaut B) Arthur Cayley C) Giuseppe Peano D) Pierre de Fermat
A) René Descartes B) Josiah Willard Gibbs C) Leonhard Euler D) William Rowan Hamilton
A) 2-sphere B) 4-ball C) 3-ball D) 3-sphere
A) 2-sphere B) 3-manifold C) Euclidean space D) 3-ball
A) A Euclidean plane B) A 2-sphere C) A 3-ball D) A 4-ball
A) 2-manifold B) 3-manifold C) Euclidean plane D) 4-manifold
A) Five B) Nine C) Four D) Six
A) Platonic solids B) Quadric surfaces C) Kepler–Poinsot polyhedra D) Ruled surfaces
A) Regulus B) Axis C) Vertex D) Generatrix
A) Hyperbola B) Parabola C) Ellipse D) Circle
A) Hyperboloid B) Right circular cone C) Ellipsoid D) Circular cylinder
A) Nine B) Five C) Six D) Four
A) Vector B) Generatrix C) Regulus D) Component
A) Direction B) Magnitude C) Component D) Dot product
A) A vector B) A plane C) A scalar D) A surface |