Instructional Video6:06
Curated Video

Laws of Exponents Explained

3rd - Higher Ed
The video covers the 8 laws of exponents (also known as powers or indices), ranging from multiplying exponents to fractional exponents. Explanations of why the laws work are also provided. Practice questions and answers are at the end of...
Instructional Video2:31
Curated Video

Exponents Explained

3rd - Higher Ed
This video explains what exponents are and how we use them. Exponents are also known as powers or indices. Practice questions and answers are at the end of the video.
Instructional Video4:27
Curated Video

Exponent, Expanded, and Standard

K - 8th
Exponent, Expanded, and Standard teaches how to translate examples of powers of 10 between exponent form, expanded form, and standard form.
Instructional Video3:05
Curated Video

Order Matters : Getting to the Bottom of Reaction Order

9th - Higher Ed
Definition of Order of Reaction, Reaction Order calculation in NH3, NO2 formation Order & Molecularity of Reaction part 1
Instructional Video6:17
Curated Video

Combining Like Terms to Simplify Expressions

9th - Higher Ed
Whether you need a quick refresher or a step-by-step explanation on how to combine like terms to simplify an algebraic expression, this video is for you! I will explain what like terms are, and then show you how to identify like terms...
Instructional Video6:01
Curated Video

Mastering Powers and Exponents with Your Scientific Calculator

9th - Higher Ed
Do you need to learn how to use a Texas Instruments Scientific calculator to find the values of powers and exponents? In this video, I will guide you through four exponents problems. I will show you the specific keys on the calculator...
Instructional Video4:01
Curated Video

Distribute to Compare Variable Expressions | 6.EE.A.3

9th - 12th
In this math video we will distribute to compare variable expressions. We will begin by reviewing an algebraic expression with two variable terms. We will understand that like terms must have the same variable in order to be added or...
Instructional Video3:41
NUMBEROCK

Powers of 10 and Exponents Song | a 5th Grade Math Video

K - 5th
Powers of 10 and Exponents Song Grades: 4th Grade - 5th Grade - 6th Grade Learn all about using measurement data by comparing the heights to the nearest quarter inch of 4th and 5th graders. Find out how to plot their heights to the...
Instructional Video6:32
Curated Video

Evaluate Algebraic Expressions

K - 8th
"Evaluate Algebraic Expressions" models how to solve algebraic expressions.
Instructional Video4:03
Curated Video

Order of Operations: Solve

3rd - Higher Ed
Order of Operations: Solve solves multi-step problems containing brackets and parentheses using the order of operations.
Instructional Video3:10
Curated Video

Exponents

K - 8th
Exponents demonstrates the meaning of exponents by writing and evaluating numerical expressions with whole number exponents.
Instructional Video6:13
Brian McLogan

Mistakes when using rules of exponent 1

12th - Higher Ed
Mistakes when using rules of exponent 1
Instructional Video4:44
Curated Video

Exponents with a Decimal Base

K - 8th
"Exponents with a Decimal Base" models how to simplify mathematical expressions containing whole number exponents with decimal base numbers.
Instructional Video6:25
Curated Video

Multiplying and Dividing by Powers of 10

K - Higher Ed
Have you ever seen a little number to the upper right of another number? Hooray, it's time to learn about exponents and powers! There's a pretty cool pattern when it comes to multiplying and dividing by numbers with exponents, and it...
Instructional Video4:13
Curated Video

Understanding Scientific Notation: Solving a Problem

9th - 12th
In this video, the teacher demonstrates how to solve a problem involving scientific notation. They break down the problem, explain the concepts step by step, and provide a clear solution. The video aims to help students understand...
Instructional Video4:04
Curated Video

How to Add Scientific Notation

9th - 12th
In this video, the teacher explains how to add numbers in scientific notation. Using the example of the area of Europe and North America, the teacher demonstrates how to make the exponents of the powers of 10 the same in order to add the...
Instructional Video3:11
Curated Video

Combining Like Terms

3rd - Higher Ed
A video entitled “Combining Like Terms” which demonstrates how to simplify algebraic expressions by combining like terms.
Instructional Video4:18
Curated Video

Order of Operations

3rd - Higher Ed
Simplify algebraic expressions by using the order of operations.
Instructional Video4:09
Curated Video

Logarithmic Functions

3rd - Higher Ed
This video discusses what logarithms are and why we need them. It will look at logarithmic graphs and talk about natural logarithms.
Instructional Video3:18
Curated Video

Terms and Variables

3rd - Higher Ed
Identify terms, constant terms, variables, coefficients, and like terms by using mathematics definitions.
Instructional Video14:03
Why U

Algebra 85 - Building Polynomial Functions

12th - Higher Ed
Because of the tremendous variety of shapes of their graphs, polynomial functions are important tools for modeling phenomena in a wide range of fields such as science, engineering, medicine and finance. But since polynomial functions are...
Instructional Video8:45
Why U

Pre Algebra 23 - Scientific Notation - v.2

12th - Higher Ed
Scientific notation allows us to more easily express very large or very small numbers encountered in engineering and science. Using exponents, we can convert standard decimal numbers into scientific notation and vice versa.
Instructional Video20:00
Why U

Algebra 94 - Rational Functions with Oblique or Curvilinear Asymptotes

12th - Higher Ed
In the previous lecture we saw that although a rational function may have any number of vertical asymptotes or no vertical asymptotes, rational functions will always have exactly one non-vertical asymptote. Unlike vertical asymptotes, a...
Instructional Video19:24
Why U

Algebra 93 - Rational Functions and Nonvertical Asymptotes

12th - Higher Ed
Although a rational function may have any number of vertical asymptotes or no vertical asymptotes, rational functions will always have exactly one non-vertical asymptote. Since a function's value is undefined at a vertical asymptote, its...