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It’s time to shred some waves. Last time, I said we would be finding our first solution to the Schrödinger equation, and I wasn’t joking. Let’s get right to it. Here’s our equation, back where we left it. We’re just going to focus on the case where V is zero, for now, the case where

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Hi, I’m Rob. Welcome to Math Antics. In this lesson, we’re gonna learn the basics of Linear Functions, which are really common in Algebra. We’re gonna jump right in because there’s a lot to cover in this video, but before we do, if you aren’t already familiar with topics like graphing and functions, I recommend

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You have two coordinates You have to find the slope Looking at the problem And it’s looking like beast mode It’s time for some quick mathematics Help you reach your goal Mike likes Science But math foundational! Change of x (sub 2 subtract sub 1) Divides of change of y (sub 2 subtract sub 1)

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In this screencast we’re going to look at the linearization of non-linear equations. Some examples that we’re going to look at are the sine of Y equals X times AX plus B to the minus 2, here we want to find A and B, why? Because if we can determine those parameters we can put

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good morning previously we derived equations for position velocity and acceleration of an object moving in simple harmonic motion now we are going to look at graphs of those equations and demonstrate them using a simple harmonic motion projection from circular motion oh that makes sense these are the three equations we derived previously Billy

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