MATH1131 > Quizzes
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Alg1131W10T1 - Gaussian elimination and back substitution
Alg1131W10T2 - Deductions based on row-echelon form
Alg1131W10T3 - Applications
Alg1131W10T4 - Unknown right hand side
Alg1131W12T1 - Matrix arithmetic
Alg1131W12T2 - A quadratic matrix identity
Alg1131W12T3 - Matrix commutation identity
Alg1131W12T4 - Transposes
Alg1131W4T1 - Lines and planes
Alg1131W4T2 - Projections
Alg1131W4T3 - Cross products
Alg1131W4T4 - Areas and normals of parallelograms
Alg1131W6T1 - Complex arithmetic
Alg1131W6T2 - Solving quadratics
Alg1131W6T3 - Complex conjugates
Alg1131W6T4 - Complex conjugate root theorem
Alg1131W8T1 - Multiple angle formulas
Alg1131W8T2 - Powers of sine and cosine
Alg1131W8T3 - Graphing regions in the complex plane
Alg1131W8T4 - Roots of unity
Calc1131W11T1 - Integration by parts
Calc1131W11T2 - Improper integrals
Calc1131W11T3 - Comparison tests
Calc1131W11T4 - Logarithmic integrals and the prime number theorem
Calc1131W3T1 - Limits at infinity
Calc1131W3T2 - Formal definition of limit at infinity
Calc1131W3T3 - Left-hand and right-hand limits
Calc1131W3T4 - The pinching theorem
Calc1131W5T1 - The derivative
Calc1131W5T2 - Implicit differentiation
Calc1131W5T3 - Linear approximation
Calc1131W5T4 - The chain rule
Calc1131W7T1 - Counting real zeros with the IVT
Calc1131W7T2 - Antiderivatives
Calc1131W7T3 - Piecewise differentiable curves
Calc1131W7T4 - L'Hopital's rule
Calc1131W9T1 - Sketching a rational function
Calc1131W9T2 - Parameterisation
Calc1131W9T3 - de Casteljau Bezier curves
Calc1131W9T4 - Polar curves
Maple1131T3W5 - The basics
Maple1131W4T5 - Maple functions
Maple1131W5T5 - Basic calculus
Maple1131W6T5 - Collections of Expressions
Maple1131W7T5 - Complex numbers and Equations
Maple1131W8T5 - Plotting
Maple1131W9T5 - Linear Algebra
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