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Calculators have revolutionized the way many people perform simple mathematical functions. This comprehensive workbook goes beyond the basics to show you how to use a calculator to your best advantage. It’s designed to teach people the various functions and features of a calculator and to show them how a calculator can solve day-to-day mathematical problems quickly and accurately. After identifying the parts of a basic handheld calculator, the worksheets progress to addition, subtraction, multiplication, and division of numbers and money. Other exercises examine the clear key, constant function, percentages, memory keys, and more.

One workbook.



 
    

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Conic Sections
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This series investigates the properties of the figures known as conic sections. A cone is intersected with a plane at different angles. An examination of the graphs of some simple second-degree relations reveals the shape of the parabola. The equatio...(more details)
 
Quadratics
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This series of six programs uses vivid computer animation to introduce quadratic equations and their corresponding functions on the Cartesian plane. With different coefficients, several quadratic equations are solved and graphed on the plane and comp...(more details)
 
Linear Systems

With dynamic animation, this six-part series explores several techniques for solving linear systems. The series begins with the method of solving one linear equation with one variable. This is accomplished when the value of the variable that will mak...(more details)
 
Exponential and Logarithmic Functions

This six-part series explores the use of exponential and logarithmic functions to simplify complex situations and predict outcomes. The programs demonstrate the use of graphs, tables, and symbolic equations as tools for problem solving and analysis o...(more details)
 
Vectors

Using computer animation, this series investigates vectors. The definition of a vector is developed with several examples. Vectors at right angles to each other are added, and by means of the Pythagorean theorem and the tangent ratio, the magnitude a...(more details)
 


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