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How to use a table to solve f(x)=g(x)NEW 

Generating a table of values using an fx-8200 AU is useful, particularly when you’re wanting to define functions, say for financial calculations like investments. Equipped with a function key, marked with the ‘f(x)’ it’s a simple process to define the …

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How to calculate with complex numbersNEW 

Use the Complex app to perform a range of calculations with complex numbers. Included are sections on finding the argument and conjugate of a complex number as well as converting a complex number into polar form.   Next up >> …

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How to calculate with vectorsNEW 

Use the Vector app to perform a range of calculations with vectors. Included are sections on defining vectors, calculating dot and cross products, scalar multiplication, and vector addition.  

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How to change your answer into decimal formatNEW 

The fx-8200 AU gives exact values when it can, meaning we get can answers involving fractions, surds, and pi by default. While this is great in many ways, there’s times where you’re going to want decimal answers rather than an …

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Smooth Mathematics – Fractions, Decimals and Percentages – Booklet 5

Booklet 5 of our year 7 resource collection in partnership between Casio Education Australia and Smooth Mathematics. In this booklet: Adding and subtracting numbers in decimal form Multiplying and dividing by powers of 10 Multiplying and dividing numbers in decimal …

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Scientific notation & memory functions on a Casio fx-82/100AU PLUS 2nd edition scientific calculator

This short video uses scientific notation to consider just how big a googol is, with help from a Casio 2nd edition fx-82/100AU PLUS. Included is some sensible use of calculator memory functionality to store and recall numerical values.

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Angles and trigonometry using a Casio fx-82/100AU PLUS 2nd Edition Scientific Calculator

This short video demonstrates a range of calculations involving angles and trigonometric ratios, using a Casio 2nd Edition fx-82/100AU PLUS. This includes working with and converting to and from angles in degrees, minutes and seconds as well as working with …

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Rugby Conversion Kicks and the Application of Right-Angled Trigonometry

From the sporting context of a rugby player attempting a conversion kick comes an application of right-angled trigonometry. The question “where to kick from?” leads to the consideration of how an angle of view changes as distances change and ultimately …

Rugby Conversion Kicks | Application of Right-angled Trigonometry

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Smooth Mathematics – Fractions, Decimals and Percentages – Booklet 1

Smooth Mathematics is specifically designed to bridge the gap between primary and secondary mathematics, supporting teacher delivery and student learning of the critical topics in the mathematics curriculum. This booklet cover Fractions, Decimals and Percentages in the following areas: Different …

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