Відео

How to perform translations or "slides" with various types of functions.

This is how you can graph piecewise defined functions with given parameters for your domain.

General overview of basic transformation rules with functions.

a, b, and c are three sides of a triangle. a and b are the two shorter sides, while c is the largest. The sum of the two smaller sides must be greater than the largest in order for those three sides to form a triangle.

Using the line segment as a radius of a circle we can create two circles that have centers as each end of the segment. This will create two circles using the same radius on opposite ends. This also creates an overlap of both circles perpendicular to the segment given.

Using a segment to make another congruent segment by using the given segment as the radius of a circle we create.

(n-2)*180 will give you the amount of degrees in any regular polygon. "n" being the number of sides.

Wrapping up Inverse Functions by swapping x & y in a given function to then solve for Y. This video also mentions how domain and range can be changed by the swapping of x & y and solving for inverse functions. Future TEKS will address transformations with all types of functions.

Verifying if two rational functions are inverses of one another and/or finding the inverse of a single rational function.

Introduction to writing arithmetic sequences

Introduction to writing geometric sequences

Strategies to narrow down which recursive formula is being used based on the sequence provided.

Building upon sequences using recursive formulas requires the previous term to answer the next.

Recognizing that the domain values (x values) for substitution represent the place the output lies within the sequence.

A.3A - Slope of Parallel and Perpendicular Lines

A.3A - Slope Intercept Form find Slope and Intercept

A.3A - Find Slope from a Table

A.3A - Slope of a Line on a Graph

A.3A - Find Slope from 2 Points

A.2G - Equations of Vertical and Horizontal Lines

A.2D - Constant of Variation

A.2D - Write & Solve Direct Variation Equations

A.2D - Write Direct Variation Equations

A.12B - Complete a Table - Quadratic Functions

P.2E - Identify Inverse Functions

P.2E - Inverse Functions (Tables)

P.2E - Inverse Functions (Graphs)

G.2B - Points on a Circle

G.2B - Slope of Lines