Logarithms are confusing, but perhaps some alternate notation could make them more intuitive.

Logarithms are confusing, but perhaps some alternate notation could make them more intuitive.

What are logarithms and why are they useful? Get the basics on these critical mathematical functions -- and discover why smart use of logarithms can determine whether your eyes turn red at the swimming pool this summer. Lesson by Steve...

New ReviewCondensing logarithms is a very helpful process to simplify an expression down to a single logarithmic function. In this video we will do it together step by step.

New ReviewIn this video, I compare graphing an "easy" logarithmic function with a "harder" one, detailing the steps for both. We focus on how to graph logarithms, including their transformations and asymptotes, which is crucial for understanding...

New ReviewLets go an explore solving logarithmic equations by covering a easy a medium and a hard example

New ReviewIn this video we are going to explore how to use the rules of logarithms to solve an exponential equation. We will use 4 different properties to help us solve

New ReviewNot all problems should be done in your head, but sometimes it is advised to do math in your head. Here are my top problems I want my students to be able to do.

New ReviewIn this video we will explore three of the most common mistakes students make when solving exponential equations

A video entitled "Graphing Logarithms" which walks through how to graph a logarithmic function using a table of values.

A video entitled "Solving Logarithms" which walks through how to solve logarithmic equations by setting the insides equal when the logs have the same base.

Find all six trig ratios given a point on the terminal side of theta. In this video we work this common type of problem. We use the Pythagorean Theorem to find "r" (hypotenuse), and then use the given "x" (adjacent) and "y" (opposite) to...

Welcome to our comprehensive series of Advanced High School Mathematics Tutorials! This series is perfect for students, teachers, and anyone looking to deepen their understanding of higher-level mathematics. Each video breaks down...

The decibel is used to measure sound levels. It is represented by dB and is widely used in signals, communication, and electronics. The term decibel can be used to express an absolute value or a change in value (+1 dB or -1 dB). Decibels...

When you have multiple logarithms you have to be very careful about extraneous solutions. So in this video that is exactly what I am going to do. Solve and find the extraneous solution.

In this video we will show you how to condense a logarithmic expression. Its not any logarithmic expression though. It is one I would expect you to see ona test.

In this video we are going to work on how to solve a logarithmic equation when we have two different bases that are different. We will use the properties of logarithms to help us out.

In this video we will explore some logarithmic properties that will help us better understand the rules of logarithms to better simplify expressions



⭐️ Understand evaluate logarithms with a fraction -...

In this video we will discuss how to simplify logarithms when we have different bases. We can't apply logarithmic properties unless we get the base to be the same first.



⭐️ Evaluate using multiple logarithmic properties...

This video discusses logarithmic functions. It will show how to change the bases of logarithms and explain the properties of logarithms.

This video discusses what logarithms are and why we need them. It will look at logarithmic graphs and talk about natural logarithms.

👉 Learn about solving logarithmic equations. Logarithmic equations are equations involving logarithms. To solve a logarithmic equation, we first use our knowledge of logarithm laws/properties to express the terms in both sides of the...

Catalyst University Math: Proof of the Derivative of Ln(x) (From Definition)

👉 Learn how to find the derivative of exponential and logarithmic expressions. The derivative of a function, y = f(x), is the measure of the rate of change of the function, y, with respect to the variable x. The process of finding the...