Demonstrating, measuring and showing Impulse is Area Under the Force vs. Time Curve

Kd, the Dissociation Constant: What is it?

"DESCRIPTION
<
br/>
In this video, we’re going to look at different types of acceleration and compare acceleration in different exp
e
riences.

You will learn that acceleration is the rate at which an object
c
hanges...

What is an asymptote? An asymptote is a line which continually approaches a curve. The curve gets really really really close to the line but it never quite touches it... why? In this video, we learn all about what an asymptote is.

The video is a lecture presentation focused on investigating seed germination. The presenter discusses the definition of germination and the factors necessary for it to occur, such as temperature, the availability of oxygen, and the...

The video discusses rates of change in nonlinear graphs and the two ways to calculate the rate of change: average rate of change and instantaneous rate of change. The presenter provides examples, such as a rocket taking off and the...

The video involves solving an example in calculus involving finding the interval and error bound between a curve and the accessory axis. The process involves using the factor theorem, algebraic division, and factoring. The video also...

Functions of graphs can be shifted and reflected. In this 2 part video we will look at horizontal and vertical, reflections and translations. Translations shift the functions. For vertical transformations, the transformation is applied...

It explains how to find the sum of infinite terms of GP.

Conceptualizing differentiation using the rates of change.

In this video, the concept of asymptotes is explained through the analysis of different functions. The teacher demonstrates how to identify asymptotes by examining the domain of a function and its behavior as it approaches infinity.

Learn the basics about solubility curves as a part of the overall properties of matter topic.



Solubility curves are a graphical representation of the solubility of a certain salt over a temperatu

re range....

Conceptualizing differentiation using the slope of a tangent line.

Defining the mean value theorem for integrals.

An introduction to line integrals.

Here we show another way to graphically interpret first order ordinary differential equations (ODE's) in the form dx/dt = f(x). Rather than solve the differential equation by integrating, which is often impractical, it's useful to graph...

The video is a presentation on the equations of tangents and normals in calculus. The presenter recaps the process of finding the greater function and then focuses on how to find the equation of a tangent and normal. The presenter gives...

A quick overview of what you will cover in the third unit of Microeconomics. Virtually all teachers will cover the same topics, but keep in mind that some teachers might teach a few concepts in a different order.

How to graph functions and their derivatives.

This nugget shows how to measure angles by using a protractor.

An introduction to the concept of integration.

Index theory is a method used to gain global information about a nonlinear differential equation. One powerful insight is that closed orbits (periodic solutions) must have at least one fixed point inside of the curve....

This video is a presentation on the concepts of increasing and decreasing functions and curve sketching. It includes examples with solutions and explanations on how to find critical points, stationary points, and ranges of values for...

Learn how your eye functions just like a familiar optical instrument: the camera.