# MERLOT Materials

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1-24 of 55 results for: MERLOT Materials

#### Exploring Multivariable Calculus

The main goal of this project is to improve student understanding of the geometric nature of multivariable calculus... see more

#### Flash Mathlets

"The Flash mathlets are divided into two sections.The For Students and Instructors section contains Flash applets which... see more

#### Least Squares

Visual explanation of the least squares procedure.

#### Partial Derivative Geometrically... Partial Derivative Geometrically Gallery

A gallery of colorful and effective animations of partial derivatives for a small collection of functions of two... see more

#### CALCULUS.ORG

Calculus.org compiled by U.C. Davis/Williams College, Department of Mathematics, provides site links/resources for the... see more

#### Multivariable Calculus

This is an online textbook in Adobe PDF format. It begins with an introduction to Euclidian Three-Space and vector... see more

#### Tutorial on Vectors and Vector... Tutorial on Vectors and Vector Algebra

A tutorial that uses a variety of applets, popup explanation and hint windows, images, and quiz tools. Covers the... see more

#### Vector Fields Simulation

This applet demonstrates various properties of vector fields. You can select from a number of vector fields and see how... see more

#### A Parameterized Curve Applet

This site contains an applet that allows the user to define a parametrized 2-dimensional curve and then create a three... see more

#### Connected Curriculum Project -... Connected Curriculum Project - Materials for Precalculus

The CCP includes modules that combine the flexibility and connectivity of the Web with the power of computer algebra... see more

#### Cross Section Applet

This module is a part of the Saint Louis University collection of Calculus applets. The site contains an applet that is... see more

#### LiveGraphics3D

LiveGraphics3D is a non-commercial Java 1.1 applet that enables users to put almost any three-dimensional graphics... see more

#### Vector Field Applet

This applet draws a vector field and generates integral curves at the click of a mouse.

#### An Introduction to Lagrange... An Introduction to Lagrange Multipliers

This is an exploration of Lagrange Multipliers that includes the definitions, applications, and motivation behind... see more

#### APEX Calculus I

'This text is Part I of a three–text series on Calculus. This first part covers material taught in many “Calc 1” courses:... see more

#### CalcPlot3D

CalcPlot3D is a multivariable calculus visual exploration tool that allows the user to graph points, vectors, curves,... see more

#### Calculus-Volume 3: OpenStax College

Calculus-Volume 3, volume three of a three volume Calculus series, is an Open Textbook offered by OpenStax College.... see more

#### Gradient of a Function Calculator -... Gradient of a Function Calculator - eMathHelp

This site contains an online calculator that finds the gradient of a given function (at the given point if needed), with... see more

#### JSP-Maple Applications for... JSP-Maple Applications for Multivariable Calculus

This site contains several JSP-Maple applications to Multivariable Calculus. The applications are interactive and work... see more

#### Larry Green's Calculus Videos

This is a collection of 339 videos that work out typical exercises that first, second and third semester calculus... see more

#### Least Squares Applet

Quoted from the site: This applet explores fitting a polynomial p(x) of degree n to a given set of data points. It... see more

#### Partial Derivative Calculator -... Partial Derivative Calculator - eMathHelp

This site contains an online calculator that calculates partial derivatives of a function, with steps shown.

#### Project LINKS Module: The Gradient

This module provides a summary and motivation for the various properties of the gradient such as being the direction of... see more

#### The Calculus of Functions of Several... The Calculus of Functions of Several Variables

Multivariable calculus text. Companion to Difference Equations to Differential Equations, by the same author.