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KnowMo
Using Functions: Understanding the Input-Output Relationship
The video is a lecture presentation on the topic of using functions. The presenter explains what a function is, using the analogy of a function machine, and how an input results in an output that is dependent on the function. The video...
Curated Video
Identifying Function Properties Using Algebra and Real-World Examples
In this lesson, students will learn how to determine whether relations are functions by using the vertical line test and analyzing algebraic equations. They will understand that not all equations are functions, and that it is important...
Zach Star
I made a (free) linear algebra tool - What I use to make my videos
I made a (free) linear algebra tool - What I use to make my videos
Practical Ninjas
De Morgan’s Theorem | Understand circuit simplification | Boolean algebra basics
In this video, we will see how to optimize the digital circuits using Boolean Algebra. The famous De Morgan's theorem is explained using examples. The De Morgan's theorem is used widely for solving digital equations and simplifying...
Practical Ninjas
Laws of Boolean Algebra | DeMorgan's theorem (Part II) | DE.13
In this video, various laws of boolean algebra are explained such as commutative law, associative law, consensus theorem, Distributive law, Idempotent law, Complementary law, the law of union and law of intersection. You don't have to...
3Blue1Brown
Linear transformations and matrices | Essence of linear algebra, chapter 3
When you think of matrices as transforming space, rather than as grids of numbers, so much of linear algebra starts to make sense.
3Blue1Brown
Cramer's rule, explained geometrically: Essence of Linear Algebra - Part 12 of 15
This rule seems random to many students, but it has a beautiful reason for being true.
Why U
Algebra 18 - Multivariable Functions
Although many familiar functions process a single input variable to produce a single output value, multivariable functions can be created whose output depends upon multiple input variables.
Why U
Algebra 82 - Complex Functions
In previous lectures we have seen that quadratic equations that have no solutions when only real values are considered, do have solutions when complex numbers are allowed as input and output values. In this lecture, we check the complex...
Why U
Algebra 15 - Functions
Functions can be thought of as mathematical machines, which when given an element from a set of permissible inputs, always produce the same element from a set of possible outputs
Curated Video
Terms of an Arithmetic Sequence & Function Notation | HSF-IF.A.3 | Algebra 🖤💙
In this math video we will find the first four terms of an arithmetic sequence using function notation. We will be given the equation in function notation representing an arithmetic sequence and asked to evaluate the function for values...
Tarver Academy
Functions, Inputs, and Outputs OH MY!!
In This Episode, Tyler Teaches Us About Functions, Inputs, and Outputs OH MY!!
Tarver Academy
How to Plot and Input and Output from a Word Problem
In This Episode, Tyler Teaches Us About How to Plot and Input and Output from a Word Problem
Brian McLogan
BEST explanation how to determine domain algebraically
👉 Learn about every thing you need to know to understand the domain and range of functions. We will look at functions represented as equations, tables, mapping, and ordered pairs. The domain is the set of all possible x or input values...
Curated Video
Understanding Even and Odd Functions: Algebraic and Graphical Representations
In this lesson, students will learn about even and odd functions through algebraic and graphical representations. They will understand the concept of symmetry and how it relates to these functions. By analyzing the graphs and ordered...
Code.org
CS in Algebra: Functions
A Function takes in certain inputs then performs a set of operations on those inputs and delivers a new output. In this episode you will cover editing and writing simple functions to output a variety of images. Help us caption &...
Code.org
CS in Algebra: Order of Operations
FuseSchool
What Is A Function
A function is an operation, or series of operations, that transforms a set of numbers into a different set. We put our input into the function, operations are performed on it, and a different number is outputted. If we have this function...
Curated Video
Compare Two Functions by Analyzing an Equation and a Table
In this video, the teacher explains how to compare functions using equations and tables. They emphasize the importance of understanding the different representations of functions and how to calculate the constant rate of change. They...
Curated Video
Finding X Intercepts of Polynomial Functions by Analyzing Factors
This video explains the concept of X intercepts and their relationship to the factors of a polynomial function. They demonstrate how to find the X intercepts graphically and algebraically by setting the function equal to zero and...
Packt
Fundamentals of Neural Networks - Convolutional Operation
The Convolution layer (CONV) uses filters that perform convolution operations as it is scanning the input with respect to its dimensions. Its hyperparameters include the filter size and stride. The resulting output is called a feature...
Curated Video
Fundamentals of Neural Networks - Convolutional Operation
The Convolution layer (CONV) uses filters that perform convolution operations as it is scanning the input with respect to its dimensions. Its hyperparameters include the filter size and stride. The resulting output is called a feature...
Curated Video
Recognize the Characteristics of a Linear Function
Understand how to recognize a linear function by examining its four representations: graph, algebraic equation, numeric table, and verbal description. Use examples to demonstrate the concept and highlight common mistakes. By...
3Blue1Brown
Cramer's rule, explained geometrically | Essence of linear algebra, chapter 12
What Cramer's rule is, and a geometric reason it's true