12th Grade

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1

Add and Subtract Matrices: The Dimension Rule

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Inverse of a Matrix

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3

Multiply Matrices of Appropriate Dimensions?

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Zero and Identity Matrices

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Multiply Matrices by Scalars

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Multiply a Matrix by a Vector

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7

Matrix Multiplication Not Commutative

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8

Use Matrices to Represent and Manipulate Data

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9

Represent a System of Linear Equations as a Matrix Equation

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10

2×2 Matrices Transform Shapes and Area

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11

Use an Inverse Matrix to Solve Linear Equations

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12

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13

What is the Inverse Relationship Between Exponents and Logarithms?

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14

Determinant of a 2-by-2 Matrix

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15

Expected Payoff in Games

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16

How Can Shape, Center, and Spread Help You Compare Data?

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17

How do you prove the addition and subtraction formulas for sine?

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18

How Do You Solve Trigonometric Equations with Inverse Functions?

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How do you prove the addition and subtraction formulas for cosine?

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How do you prove the addition and subtraction formulas for tangent?

21

What's the Difference between Correlation and Causation?

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Derivative of Natural Exponential Functions

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23

How Do You Estimate Population Values Using a Sample Survey?

24

Composite Functions

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25

How do you Make a Probability Distribution for a Random Variable

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26

Exponents and Logarithms

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27

Hypothesis testing

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28

What are confidence intervals?

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29

Confidence Intervals - Proportions

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Discrete and continuous random variables

What are discrete and continuous random variables?

Watch this video to learn about random variables and the difference between discrete and continuous random variables.

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31

The normal distribution

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Probabilities and areas under the normal curve

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Making a Probability Distribution

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Correlation and Causation

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35

Confidence Intervals - Means

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Significance test and p-values

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37

Estimate Parameters

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Central Limit Theorem

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68 - 95 - 99.7 Rule

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40

Standard Normal Distribution

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Standardize using z-scores

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