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Curated Video
Slope: Real World
A video entitled "Slope: Real World" that covers examples of real-world situations that can be modeled using slope.
Curated Video
Sketch Graph Of Function
A video entitled "Sketch Graph of Function" that covers sketching graphs of functions from descriptions of real-world motion.
Curated Video
Interpret Exponential Features
A video entitled "Interpret Exponential Features" that covers the shapes of exponential curves with different base values.
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Graph And Estimate Solution
A video entitled "Graph and Estimate Solution" that covers graphing linear equations using x- and y-intercepts to solve systems of linear equations.
Curated Video
Estimate Approximations
A video entitled "Estimate Approximations" that covers the process of approximating square root terms without the use of a calculator.
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Unit Rates
A video entitled "Unit Rates" that covers the process of converting units to find real-world quantities.
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Two Way Tables
A video entitled "Two Way Tables" that covers the organization of two-way tables and the process of using relative frequencies to find percentages.
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Lines Through The Y-Axis
A video entitled "Lines through the y-Axis" that covers writing equations of lines graphed on the coordinate plane.
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Lines Through The Origin
A video entitled "Lines through the Origin" that covers the process of graphing linear equations of the form y equals mx.
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ID Functions By Equation
A video entitled "ID Functions by Equation" that covers characteristics of equations that are functions and characteristics of equations that are not functions.
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Graph Linear Intercepts
A video entitled "Graph Linear Intercepts" that covers the process of graphing a linear equation using its x- and y-intercepts.
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Graph Key Quadratic Features
A video entitled "Graph Key Quadratic Features" that covers the process of graphing a quadratic function using its intercepts and vertex.
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Using Exponent Properties
In this video, we use the product rule and the power rule to simplify expressions.
Curated Video
Factoring Basics
In this video, we do a quick few examples of factoring trinomials. To get a more conceptual understanding of why factoring by grouping works, please watch my other video: • Factor Polynomials by Grouping
Curated Video
Polynomial Long Division (Missing Terms)
In this video, we factor polynomials with long division. Specifically, we look at examples where there is a "missing term," and we discover how to rewrite the polynomial so that it factors nicely.
Curated Video
Factoring With Substitution
In this video, we will factor polynomials that don't initially appear to be in the form of a quadratic. We will accomplish this by rewriting them in the form of a quadratic with substitution.
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Factoring Special Products 1
In this video, we factor special product binomials. Specifically, we factor difference of square, sum of cubes, and difference of cubes.
Curated Video
Basics of Complex Numbers and the Complex Number System Chart
In this video, we will define imaginary numbers and examine the complex number system.
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Domain of Rational Expressions
In this video, we define rational expression, and find the domain of rational expressions.
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Quadratic Word Problems
In this video, we examine two quadratics word problems. In the first, we do a problem involving the radius of a sprinkler in a square yard. In the second problem (2:40), we find two consecutive odd numbers that have a particular product.
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Applications of Quadratics 2
In this video, we do two quadratics word problems. The first involves two square and their areas. The second involves a right triangle with polynomial side lengths.
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Applications of Quadratics 3 - Box Problem
In this video, we use quadratics to determine the dimensions of a metal sheet that was folded up to make a box of a particular volume.
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Applications of Quadratics 4 - Revenue
In this video, we examine how to use quadratics in a situation involving revenue for an apartment complex.
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Solving Other Types of Equations 1 - Using substitution to change equations into quadratics
In this video, we use substitution to take equations and rewrite them in the form of a quadratic so that we can solve them.