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Course outcomes model and solve problems involving vectors in two dimensions both algebraically and graphically and understand the relationship between the methods and solutions model and solve applied, real-world, and theoretical mathematical problems involving conic sections, parametric and polar coordinate systems, and matrices16 model and solve problems using symbolic, graphic and numeric strategies and translate among written descriptions, symbolic, graphic and numeric representations of conic sections and other functions in parametric and polar coordinate systems apply matrix methods to solve systems of equations and their applications model and solve problems involving vectors in two dimensions both algebraically and graphically and understand the relationship between the methods and solutions

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The Treasure Trove of Mathematics abacus, abscissa, absolute value, acute, add, addend, addition, adjacent, algebra, alpha, altitude, amplitude, and, angle, antilog, apothem, arc, arccosine, arcsine, arctangent, area, arithmetic, array, associative, asymptote, average, axiom, axis, bar graph, base, beta, biconditional, binary, binomial, bisect, boundary, box plot, calculate, calculator, calculus, cardinal, catalog, check, chord, circle, circumference, circumscribed, coefficient, combination, common, commutative, compass, complex, compliment, composite, computation, concave, concentric, conditional, cone, congruent, conic section, conjugate, constant, containing, converse, convert, convex, coordinate, cosecant, cosine, cotangent, counting, cube, cubic, curve, cylinder, decagon, decimal, degree, delta, denominator, depression, derive, determinant, diagonal, diagram, diameter, difference, digit, direct, directrix, discriminant, distance, distributive, divide, dividend, divisor, dodecagon, 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Isosceles Triangle, Iterative Process, IVP, IVT, Joint Variation, Jump Discontinuity, Kappa (Κ κ), Kite, L'Hôpital's Rule, Lambda (Λ λ), Lateral Area, Lateral Surface Area, Lateral Surface/Face, Latus Rectum, Law of Cosines, Law of Sines, LCM, Leading Coefficient, Leading Term, Least Common Denominator, Least Common Multiple, Least Integer Function, Least-Squares Fit, Least-Squares Line, Least-Squares Regression Equation, Least-Squares Regression Line, Least Upper Bound, Leg of an Isosceles Triangle, Leg of a Right Triangle, Leg of a Trapezoid, Lemma, Lemniscate, Like Terms, Limaçon, Limit, Limit Comparison Test, Limit from Above, Limit from Below, Limit from the Left, Limit from the Right, Limit Involving Infinity, Limit Test for Divergence, Limits of Integration, Line, Line Segment, Linear, Linear Combination, Linear Equation, Linear Factorization, Linear Fit, Linear Inequality, Linear Pair of Angles, Linear Polynomial, Linear Programming, Linear Regression, Linear System of Equations, Local Behavior, Local Maximum, Local Minimum, Locus, Logarithm, Logarithm Rules, Logarithmic Differentiation, Logistic Growth, Long Division of Polynomials, Lower Bound, Lower Quartile, LSRL, LUB, Maclaurin Series, Magnitude, Magnitude of a Vector, Main Diagonal of a Matrix, Major Arc, Major Axis of an Ellipse, Major Axis of a Hyperbola, Major Diameter of an Ellipse, Mathematical Model, Matrix, Matrix Addition, Matrix Element, Matrix Inverse, Matrix Multiplication, Matrix of Cofactors, Matrix Subtraction, Maximize, Maximum of a Function, Mean, Mean of a Random Variable, Mean Value Theorem, Mean Value Theorem for Integrals, Measure of an Angle, Measurement, Median of a Set of Numbers, Median of a Trapezoid, Median of a Triangle, Member of an Equation, Menelaus’s Theorem, Mensuration, Mesh, Midpoint, Midpoint Formula, Min/Max Theorem, Minimize, Minimum of a Function, Minor Arc, Minor Axis of an Ellipse, Minor Axis of a Hyperbola, Minor Diameter of an Ellipse, Minute, Mixed Number, Möbius Strip, Mode, Model, Modified Boxplot, Modular Arithmetic, Modular Equivalence, Modular Equivalence Rules, Modular Numbers, Modulo n, Modulus of a Complex Number, Modus Ponens, Modus Tolens, Moment, Monomial, Mu (Μ μ), Multiplication Rule, Multiplicative Inverse of a Matrix, Multiplicative Inverse of a Number, Multiplicative Property of Equality, Multiplicity, Multivariable, Multivariable Analysis, Multivariable Calculus, Multivariate, Mutually Exclusive, MVT, n-Dimensional, n Dimensions, Natural Domain, Natural Logarithm, Natural Numbers, Negative Direction, Negative Exponents, Negative Number, Negative Reciprocal, Negatively Associated Data, Neighborhood, Newton's Method, n-gon, No Slope, Non-Adjacent, Nonagon, Noncollinear, Non-Convex, Non-Euclidean Geometry, Noninvertible Matrix, Nonnegative, Nonnegative Integers, Non-Overlapping Sets, Nonreal numbers, Nonsingular Matrix, Nontrivial, Nonzero, Norm of a Partition, Norm of a Vector, Normal, Normalizing a Vector, nth Degree Taylor Polynomial, nth Derivative, nth Partial Sum, nth Root, nth Root Rules, n-tuple, Nu (Ν ν), Null Set, Number Line, Numerator, Oblate Spheroid, Oblique, Oblique Asymptote, Oblique Cone, Oblique Cylinder, Oblique Prism, Oblique Pyramid, Obtuse Angle, Obtuse Triangle, Octagon, Octahedron, Octants, Odd/Even Identities, Odd Function, Odd Number, Odds, Odds Against, Odds in Favor, Odds in Gambling, Omega (Ω ω), Omicron (Ο ο), One Dimension, One-Sided Limit, One-to-One Function, Open Interval, Operations on Functions, Opposite Reciprocal, Order of a Differential Equation, Ordered Pair, Ordered Triple, Ordinal Numbers, Ordinary Differential Equation, Ordinate, Origin, Orthocenter, Orthogonal, Outcome, Outlier, Oval, Overdetermined System of Equations, p-series, Paired Data, Pappus’s Theorem, Parabola, Parallel Cross Sections, Parallel Lines, Parallel Planes, Parallel Postulate, Parallelepiped, Parallelogram, Parameter (algebra), Parametric Derivative Formulas, Parametric Equations, Parametric Integral Formula, Parametrize, Parent Functions, Parentheses, Partial Derivative, Partial Differential Equation, Partial Fractions, Partial Sum of a Series, Partition of an Interval, Partition of a Positive Integer, Partition of a Set, Pascal's Triangle, Pentagon, Per Annum, Percentile, Perfect Number, Perfect Square, Perimeter, Period of a Periodic Function, Period of Periodic Motion, Periodic Function, Periodic Motion, Periodicity Identities, Permutation, Permutation Formula, Perpendicular, Perpendicular Bisector, Phase Shift, Phi (Φ φ), Pi (Π π), Piecewise Continuous Function, Piecewise Function, Pinching Theorem, Plane, Plane Figure, Plane Geometry, Platonic Solids, Plus/Minus Identities, Point, Point of Division Formula, Point of Symmetry, Point-Slope Equation of a Line, Polar Angle of a Complex Number, Polar Axis, Polar Conversion Formulas, Polar Coordinates, Polar Curves, Polar Derivative Formulas, Polar Equation, Polar Form of a Complex Number, Polar Integral Formula, Polar-Rectangular Conversion Formulas, Polygon, Polygon Interior, Polyhedron, Polynomial, Polynomial Facts, Polynomial Long Division, Population, Positive Direction, Positive Number, Positive Series, Positively Associated Data, Postulate, Power, Power Rule, Power Series, Power Series Convergence, Precision, Pre-Image of a Transformation, Prime Factorization, Prime Number, Principal, Prism, Probability, Product, Product Rule, Product to Sum Identities, Projectile Motion, Prolate Spheroid, Proof by Contradiction, Proper Fraction, Proper Rational Expression, Proper Subset, Properties of Equality, Proportional, Psi (Ψ ψ), Pure Imaginary Numbers, Pyramid, Pythagorean Identities, Pythagorean Theorem, Pythagorean Triple, Q1, Q3, QED, Quadrangle, Quadrantal Angle, Quadrants, Quadratic, Quadratic Equation, Quadratic Formula, Quadratic Polynomial, Quadrilateral, Quadruple, Quartic Polynomial, Quartiles, Quintic Polynomial, Quintiles, Quintuple, Quotient, Quotient Rule, Radian, Radical, 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