Classroom use in Courses and Topics:

Calculus: Functions, Graphs, and Limits, Asymptotic & Unbounded Behavior, Param., Polar, & Vector Fcns., Continuity, Concept of the Derivative, Derivative at a Point, Derivative as a Function, Second Derivatives, Applications of Derivatives, Computation of Derivatives, Definite Integrals, Applications of Integrals, Fundamental Thrm. of Calculus, Antidifferentiation Techniques, Apps. of Antidifferentiation, Numeric Approx. to Def. Ints., Polynomial Approxs. and Series, Taylor Series

Duration of classroom use:

Multiple Semesters

What did students learn?

They learned the first course of I calculate infinitesimal

What did students do with the resource?

The students thought that it was not so difficult the course of I calculate

How hard was it for students to use?

Ok

Other classroom comments:

They think that they can continue advancing to apply it in social projections

Appropriate for:

introduction to a concept, practice of skills and understandings, advanced investigations

Other Comments:

Easy to train the students

What math does one need to know to use the resource?

Basic University math

What hardware expertise does one need to learn to use the resource?

Microsoft Office

What extra things must be done to make it work?

very little

How hard was it for you to learn?

Ok

Explanation:

It is not very difficult if he/she puts in enough zeal to learn

Ability to meet my goals:

Effective

Recommended for:

Algebra: Number Systems, Properties of Reals, Integer Operations, Use of Variables, One Variable Equations, Functions / Relations, Linear Equations, Analyzing Linear Data, Linear Systems, Linear Inequalities, Exponents, Polynomials, Factoring Polynomials, Rational Expressions, Rational Equations, Radicals, Quadratic Equations, Graphing Quadratics
Algebra II: Solving systems of equations, Quadratic Equations, Quadratic Inequalities, Variation, Functions / Relations, Parent Functions, Transformations of functions, Polynomials, Rational Expressions, Rational Equations, Radicals, Exponential Functions, Logarithmic Functions, Sequences and Series