H squared

. . In this segment, we'll look at the formulas for the Runge-Kutta fourth-order method of solving ordinary differential equations. . Runge-Kutta fourth-order method is based on the first five...

All right. Today, in particular the second half of the lecture today, we're going to do some of the hardest concepts that we've done so far, and also some of the most important...

Hi guys, got a question for you, does anyone out there know what’s an L 7 is? An L – that’s an L and this is 7 look like a 7, put them together and L7 forms a square. That’s exactly what we have...

Definition of the Derivative (Difference Quotient) Example 2 Hi, everyone. Welcome back to integralcalc.com. Today were going to be using the definition of the derivative to find the... derivative of...

hi everyone today we're going to talk about how to evaluate the difference quotient of a function at a point to complete this problem we'll just plug in each piece of our difference...

Lets work through the following related rates problem together. Here is the situation. Sand is being dumped from the back of a truck at a rate of 17 cubic feet per minute and its coarseness is such...

[MUSIC] learned that Newton's laws give us linear, constant coefficient, first order ODE's for systems with masses. We know that one, we want to model mechanical systems using masses,...

Let us continue our discussion on review of theory of elasticity. See in this review, I will try to highlight certain important aspects of how we solve the problem in theory of elasticity, rather than...

Although the definition to the tangent line that we just gave in previous video makes a lot of sense, it's actually not the one we're going to use most often. The reason for that is...

>> This is part four of derivatives. We finally come up to the formula for the derivative, F prime of X = the limit as H approaches 0 of F of X + H - F of X all over H. So what does the...