How to Do Derivatives in Excel. Microsoft Excel doesn't have the ability to generate a derivative equation from a given formula, but you can still use the program to calculate values for both a ...

It was also determined that some of them had difficulties and misunderstood linear function equations, graphs, and slopes and could not comprehend the connection between slope and the x- and ...

A stationary point (also known as a critical point) is a point on the graph of a function where its derivative is zero or undefined. These points are important because they often correspond to local ...

The slope, or steepness, of the tangent line measures how quickly the function is changing at that point. You can define another function, called the derivative, that provides the slope of the tangent ...

Well test analyses that include the first and second derivative of pressure plotted on a semilog scale can help detect radial flow.

Compute derivative: Derivatives showcase how a function changes concerning its independent variable (x). For a linear equation like f (x) = mx + b, the derivative f' (x) equals to m, the slope.

Its derivative (slope) instantly becomes a finite (and constant) value, again portrayed in the lower graph. Next, the function continues to increase, but at a lesser rate (its slope still has a finite ...

Find out why backpropagation and gradient descent are key to prediction in machine learning, then get started with training a simple neural network using gradient descent and Java code.

For functions that act on real numbers, the derivative (d) is the slope of the tangent line at a point on a graph. The derivative is often written as dy/dx (the difference in y divided by the ...