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13E.2 Exponential Decay
Anna McKie Math
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200 видео с канала:
Anna McKie Math
13E.2 Exponential Decay
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13D Solving Exponential Equations
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13E.1 Exponential Growth
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13C Graphs of exponential functions
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12G Simultaneous Equations
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13B Exponential Functions
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12C Using Linear Functions
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12D Graphing Lines from equations
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12A Linear relationships
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12B Graphing Linear Equations
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14.A Matrix structure Introduction to Matrices
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14C Matrix Multiplication
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14E Costing and Inventory Problems using Matrices
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14B.1 & 14B.2 Matrix Operations
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15F Maximum Flow
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15E.1 & E.2 Shortest Connection
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15B.1 & B.2 Number of paths
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15D Longest path
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15C.2 Shortest Path
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15A.1 & A.2 Introduction to networks
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4D Selling Shares
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3F.1 Credit Cards
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4H.1 & H.2 Dividends
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4C Buying Shares
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3E.2 Inflation
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3E.1 Taxation
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3F.3 Personal Loans
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4E Break Even Price
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3D.2 Term Deposits
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3D.1 Savings Accounts
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3C.5 Annualising an interest rate
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3C.4 Compound Interest using a Graphics Calculator
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3C.2 Compound Interest with a Formula
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3C.1 Compound Interest via a table
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3B Simple Interest
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Sine rule (ambiguous case) 11D.3
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Sine rule (finding sides) 11D.1
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Sine rule (finding angles) 11D.2
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Heron's formula 11B.2
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Area of a Triangle 11B.1
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Cosine Rule 11C
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True Bearings and Navigation 10F
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Problem solving with Trigonometry 10E
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Review of Trigonometry 10A and 10B
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Finding sides and angles 10C.1 and 10C.2
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6B and 6D.1 Pythagoras Worded Problems
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6A Pythagoras Review
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9J.1 Normal Distribution
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9J.2 Normal Distribution using NCD
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9I Standard Deviation
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9B Types of Data
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9A.2 Three sampling methods
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9A.1 Sample size
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9H.3 Testing for Outliers
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2A.1 Solving quadratic equations Part 1 of 3
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2A.2 Completing the Square
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2A.3 The Quadratic formula
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9H.1 and 9H.2 Box and whisker plots
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9G Range and IQR
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13F Growth and Decay
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9F.1 Mean, Median, Mode
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13E Solving exp equations using logs
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9F.2 Mean, median and mode - which measure is best?
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Measures of Spread Range and IQR
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Probability
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Types of data
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Surveying and sampling
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Tree Diagrams
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Two Step Experiments
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Measures of Centre
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Interpreting graphs and tables
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Graphs of frequency tables
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Frequency tables and tallies
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4F Integrating f(ax+b)
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4E.1 and E.2 Rules for Integration
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Mean and Median from Grouped Data
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9F.2 Sample size for proportions
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9F.1 and 9F.3 Confidence intervals for proportions and testing claims about p
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9E Sample Proportions
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9D.2 Determining sample size
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8E The Standard Normal Distribution
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8C and 8D The Normal Distribution (probabilities using a calculator)
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8B.2 Probability Density Functions
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8B.1 Probability Density Functions
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8A Continuous Random Variables
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13D.1 Natural logarithms
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13D.2 Laws of natural logarithms
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13C Laws of logarithms
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3L Proof using vector geometry
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3K Vector projection
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3J Angle between two vectors - Part 2 of 2
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3J Angle between two vectors - Part 1 of 2
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13B Logarithms in base a
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3I The scalar product of two vectors
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12I.1 Growth (Growth and Decay)
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12I.2 Decay (Growth and Decay)
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13A Logarithms in base 10
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12F.1 and F.2 Algebraic expansion and factorisation
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12G Exponential equations
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12H Exponential Functions
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12D Scientific notation
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3F The vector between two points
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12E Rational indices
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3G.1 Parallelism and unit vectors
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3G.2 Collinear points
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3H Problems with vectors
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3E Operations with Plane Vectors
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12B and C Indices and Index Laws
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7E Properties of aX + b
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12A.3 Division by surds Integer denominator
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12A.1 and A.2 Surds
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7D Variance and standard deviation
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7F The Bernoulli Distribution
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3D Magnitude of vectors
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3C Vectors in the plane
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3B.2 and B.3 Vector subtraction and equations
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3B.1 Geometric Operations with Vectors
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3B.4 Geometric scalar multiplication
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3A.1 and A.2 Vectors and Scalars
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4E Graphing cubic functions
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4D.1 and D.2 Solving cubic equations
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Blooper
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4C Factorising cubic polynomials
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4B Zeros, roots and factors
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4A.1 and A.2 Polynomials
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7F Using trigonometric functions
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7D The tangent function
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2G Problem solving with quadratics
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7E.1 & E.2 Trigonometric equations: solving graphically and using technology
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2H Quadratic Optimisation
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7E.3 Trigonometric equations: solving algebraically
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2F Where functions meet
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2E Finding a quadratic from its graph
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7C The cosine function
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5C The unit circle
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2D.4 Discriminant, positive/negative definite
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5D.1 Applications of the unit circle
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2D.3 Sketching graphs directly
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2D.1 Sketching quadratic functions
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2B The discriminant of a quadratic
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2D.2 Sketching by completing the square
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3C Stationary points
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3D.1 Inflections and Shape
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5A Radians
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3G.2 Equation of a circle - expanded form
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3G.1 Graphs of circles
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3E Sign diagrams
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3D Composite functions
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3C Domain and range Part 2 of 2
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10F.2 Geometric Series: Infinite
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10F.1 Geometric Series: Finite
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10E Arithmetic series
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3C Domain and range Part 1 of 2
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10C.2 Compound Interest
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10D Series
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10C.1 Geometric sequences Part 2 of 2
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10C.1 Geometric sequences Part 1 of 2
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3B Function notation
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3A Relations and functions
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1D Rational functions
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1C Reciprocal Functions
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10B Arithmetic sequences - Part 3 of 3
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10B Arithmetic sequences - Part 2 of 3
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10B Arithmetic sequences - Part 1 of 3
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1B Inverse proportion
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1A Linear relationships
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9D.3 Testing claims about mu
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9D.1 Confidence intervals - part 2 of 2
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9D.1 Confidence intervals - part 1 of 2
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9C The Central Limit Theorem
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9B Distributions of sample means
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9A Sampling distributions
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8F.1 Inverse normal
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8F.2 Finding the mean or standard deviation
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5B The area between two functions
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5A The area under a curve - part 1 of 2
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5D Problem solving by integration
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5C Motion (Integration)
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5A The area under a curve - part 2 of 2
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5B The area between two functions - Trig
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4A.1 Upper and lower rectangles
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4D Discovering integrals
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4G Definite Integrals
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7G.3 The mean and standard deviation of a binomial distribution
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7G.2 The Binomial Distribution - part 2 of 2
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7G.1 The Binomial Distribution - part 1 of 2
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7C.3 Expected Value part 3 of 3
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7C.2 Expected value part 2 of 3
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7C.1 Expected value part 1 of 3
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7B Discrete probability distributions part 2 of 2
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7B Discrete probability distributions part 1 of 2
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7A Random variables
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3G Optimisation
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3D.2 Graphs of f(x), f'(x), f''(x)
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3E Motion
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3F Rates of change
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3B Increasing and decreasing functions
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3A Equations of tangents part 2 of 2
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3A Equations of tangents part 1 of 2
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Solving within a formula
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Канал: Anna McKie Math
13E.2 Exponential Decay
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13D Solving Exponential Equations
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13E.1 Exponential Growth
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13C Graphs of exponential functions
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12G Simultaneous Equations
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13B Exponential Functions
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12C Using Linear Functions
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12D Graphing Lines from equations
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12A Linear relationships
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12B Graphing Linear Equations
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14.A Matrix structure Introduction to Matrices
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14C Matrix Multiplication
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14E Costing and Inventory Problems using Matrices
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14B.1 & 14B.2 Matrix Operations
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15F Maximum Flow
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15E.1 & E.2 Shortest Connection
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15B.1 & B.2 Number of paths
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15D Longest path
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15C.2 Shortest Path
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15A.1 & A.2 Introduction to networks
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4D Selling Shares
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3F.1 Credit Cards
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4H.1 & H.2 Dividends
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4C Buying Shares
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3E.2 Inflation
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3E.1 Taxation
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3F.3 Personal Loans
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4E Break Even Price
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3D.2 Term Deposits
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3D.1 Savings Accounts
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3C.5 Annualising an interest rate
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3C.4 Compound Interest using a Graphics Calculator
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3C.2 Compound Interest with a Formula
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3C.1 Compound Interest via a table
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3B Simple Interest
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Sine rule (ambiguous case) 11D.3
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Sine rule (finding sides) 11D.1
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Sine rule (finding angles) 11D.2
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Heron's formula 11B.2
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Area of a Triangle 11B.1
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Cosine Rule 11C
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True Bearings and Navigation 10F
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Problem solving with Trigonometry 10E
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Review of Trigonometry 10A and 10B
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Finding sides and angles 10C.1 and 10C.2
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6B and 6D.1 Pythagoras Worded Problems
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6A Pythagoras Review
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9J.1 Normal Distribution
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9J.2 Normal Distribution using NCD
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9I Standard Deviation
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9B Types of Data
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9A.2 Three sampling methods
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9A.1 Sample size
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9H.3 Testing for Outliers
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2A.1 Solving quadratic equations Part 1 of 3
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2A.2 Completing the Square
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2A.3 The Quadratic formula
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9H.1 and 9H.2 Box and whisker plots
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9G Range and IQR
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13F Growth and Decay
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9F.1 Mean, Median, Mode
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13E Solving exp equations using logs
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9F.2 Mean, median and mode - which measure is best?
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Measures of Spread Range and IQR
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Probability
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Types of data
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Surveying and sampling
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Tree Diagrams
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Two Step Experiments
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Measures of Centre
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Interpreting graphs and tables
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Graphs of frequency tables
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Frequency tables and tallies
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4F Integrating f(ax+b)
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4E.1 and E.2 Rules for Integration
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Mean and Median from Grouped Data
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9F.2 Sample size for proportions
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9F.1 and 9F.3 Confidence intervals for proportions and testing claims about p
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9E Sample Proportions
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9D.2 Determining sample size
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8E The Standard Normal Distribution
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8C and 8D The Normal Distribution (probabilities using a calculator)
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8B.2 Probability Density Functions
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8B.1 Probability Density Functions
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8A Continuous Random Variables
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13D.1 Natural logarithms
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13D.2 Laws of natural logarithms
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13C Laws of logarithms
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3L Proof using vector geometry
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3K Vector projection
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3J Angle between two vectors - Part 2 of 2
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3J Angle between two vectors - Part 1 of 2
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13B Logarithms in base a
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3I The scalar product of two vectors
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12I.1 Growth (Growth and Decay)
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12I.2 Decay (Growth and Decay)
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13A Logarithms in base 10
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12F.1 and F.2 Algebraic expansion and factorisation
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12G Exponential equations
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12H Exponential Functions
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12D Scientific notation
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3F The vector between two points
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12E Rational indices
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3G.1 Parallelism and unit vectors
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3G.2 Collinear points
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3H Problems with vectors
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3E Operations with Plane Vectors
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12B and C Indices and Index Laws
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7E Properties of aX + b
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12A.3 Division by surds Integer denominator
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12A.1 and A.2 Surds
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7D Variance and standard deviation
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7F The Bernoulli Distribution
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3D Magnitude of vectors
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3C Vectors in the plane
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3B.2 and B.3 Vector subtraction and equations
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3B.1 Geometric Operations with Vectors
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3B.4 Geometric scalar multiplication
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3A.1 and A.2 Vectors and Scalars
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4E Graphing cubic functions
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4D.1 and D.2 Solving cubic equations
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Blooper
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4C Factorising cubic polynomials
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4B Zeros, roots and factors
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4A.1 and A.2 Polynomials
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7F Using trigonometric functions
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7D The tangent function
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2G Problem solving with quadratics
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7E.1 & E.2 Trigonometric equations: solving graphically and using technology
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2H Quadratic Optimisation
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7E.3 Trigonometric equations: solving algebraically
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2F Where functions meet
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2E Finding a quadratic from its graph
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7C The cosine function
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5C The unit circle
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2D.4 Discriminant, positive/negative definite
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5D.1 Applications of the unit circle
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2D.3 Sketching graphs directly
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2D.1 Sketching quadratic functions
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2B The discriminant of a quadratic
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2D.2 Sketching by completing the square
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3C Stationary points
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3D.1 Inflections and Shape
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5A Radians
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3G.2 Equation of a circle - expanded form
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3G.1 Graphs of circles
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3E Sign diagrams
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3D Composite functions
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3C Domain and range Part 2 of 2
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10F.2 Geometric Series: Infinite
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10F.1 Geometric Series: Finite
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10E Arithmetic series
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3C Domain and range Part 1 of 2
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10C.2 Compound Interest
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10D Series
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10C.1 Geometric sequences Part 2 of 2
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10C.1 Geometric sequences Part 1 of 2
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3B Function notation
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3A Relations and functions
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1D Rational functions
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1C Reciprocal Functions
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10B Arithmetic sequences - Part 3 of 3
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10B Arithmetic sequences - Part 2 of 3
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10B Arithmetic sequences - Part 1 of 3
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1B Inverse proportion
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1A Linear relationships
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9D.3 Testing claims about mu
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9D.1 Confidence intervals - part 2 of 2
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9D.1 Confidence intervals - part 1 of 2
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9C The Central Limit Theorem
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9B Distributions of sample means
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9A Sampling distributions
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8F.1 Inverse normal
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8F.2 Finding the mean or standard deviation
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5B The area between two functions
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5A The area under a curve - part 1 of 2
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5D Problem solving by integration
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5C Motion (Integration)
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5A The area under a curve - part 2 of 2
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5B The area between two functions - Trig
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4A.1 Upper and lower rectangles
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4D Discovering integrals
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4G Definite Integrals
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7G.3 The mean and standard deviation of a binomial distribution
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7G.2 The Binomial Distribution - part 2 of 2
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7G.1 The Binomial Distribution - part 1 of 2
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7C.3 Expected Value part 3 of 3
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7C.2 Expected value part 2 of 3
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7C.1 Expected value part 1 of 3
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7B Discrete probability distributions part 2 of 2
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7B Discrete probability distributions part 1 of 2
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7A Random variables
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3G Optimisation
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3D.2 Graphs of f(x), f'(x), f''(x)
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3E Motion
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3F Rates of change
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3B Increasing and decreasing functions
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3A Equations of tangents part 2 of 2
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3A Equations of tangents part 1 of 2
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Solving within a formula
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