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Steps into Trigonometry

An interactive mind map for Steps into Trigonometry made by the Learning Enhancement Team at the University of East Anglia (UEA).
by

Learning Enhancement Team

on 21 July 2016

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Transcript of Steps into Trigonometry

Steps Into Trigonometry Mind Map
Trigonometric Identities
These resources are about trigonometry which is the study of triangles. They can help you understand the terminology and definitions used in the subject.
These resources are about Pythagoras' Theorem which is a famous piece of mathematics. It is useful when you are solving right-angled triangles as you can use it to calculate the length of one side if you know the lengths of the other two.
These resource are about the trigonometric identities (sine, cosine and tangent). They are properties of the angles in right-angled triangles.
Pythagoras' Theorem
Click on the rectangle to open the Pythagoras' Theorem Study Guide
Click on the rectangle to open the Pythagoras' Theorem Model Answers
Click on the rectangle to open the Pythagoras' Theorem Worksheet
Pythagoras' Theorem Webcast
Introduction
to Triangles

Introduction
to Triangles Webcast
Click on the rectangle to open the Introduction
to Triangles Study Guide
Click on the rectangle to open the Trigonometric Identities Factsheet
Trigonometric Identities Webcast
Click on the rectangle to open the Trigonometric Ratios
Study Guide
Trigonometric
Ratios Webcast
Click on the rectangle to open the Trigonometric Ratios
Worksheet
Click on the rectangle to open the Trigonometric Ratios
Model Answers
Solving a right angled triangle involves find the values for all the sides and all the angles. You use Pythagoras' Theorem and the trigonometric ratios to achieve this. These resources can help you develop a good strategy to solve a right-angled triangle.
Solving Right-Angled Triangles
Click on the rectangle to open the Solving Right-Angled Triangles Study Guide
Solving Right-Angled Triangles Webcast
Click on the rectangle to open the Solving Right-Angled Triangles Worksheet
Click on the rectangle to open the Solving Right-Angled Triangles Model Answers
Angles are an important concept in geometry and therefore trigonometry. These resources describe some different ways of measuring angles, how to convert between them and when it is appropriate to use each measure.
Angles
Angles Webcast
Click on the rectangle to open the Angles
Study Guide
Using This Mind Map
Click on the rectangle below to open a document to help you get the most out of this Mind Map
https://portal.uea.ac.uk/documents/6207125/8197330/steps+into+trigonometry+introduction+to+triangles.pdf
http://www.uea.ac.uk/services/students/let/study_resources/maths_stats/mathematics/trigonometry/Trigonometric+Identities
https://portal.uea.ac.uk/documents/6207125/8197337/steps+into+trigonometry+trigonometric+ratios+sine+cosine+and+tangent.pdf
https://portal.uea.ac.uk/documents/6207125/8197337/steps+into+trigonometry+trigonometric+ratios+sine+cosine+and+tangent+worksheet.pdf
https://portal.uea.ac.uk/documents/6207125/8197337/steps+into+trigonometry+trigonometric+ratios+sine+cosine+and+tangent+model+answers.pdf
https://portal.uea.ac.uk/documents/6207125/8197346/steps+into+trigonometry+angles.pdf
https://portal.uea.ac.uk/documents/6207125/8124756/Interactive+mind+map+guide.pdf
https://portal.uea.ac.uk/documents/6207125/8197343/steps+into+trigonometry+solving+right+angled+triangles.pdf
https://portal.uea.ac.uk/documents/6207125/8197343/steps+into+trigonometry+solving+right+angled+triangles+worksheet.pdf
https://portal.uea.ac.uk/documents/6207125/8197343/steps+into+trigonometry+solving+right+angled+triangles+model+answers.pdf
https://portal.uea.ac.uk/documents/6207125/8197333/steps+into+trigonometry+pythagoras+theorem.pdf
https://portal.uea.ac.uk/documents/6207125/8197333/steps+into+trigonometry+pythagoras+theorem+worksheet.pdf
https://portal.uea.ac.uk/documents/6207125/8197333/steps+into+trigonometry+pythagoras+theorem+model+answers.pdf
Resources to help you use cosine rule which is a piece of mathematics that helps you solve triangles which do not contain a right-angle.
The
Cosine Rule

Click on the rectangle to open the Cosine Rule
Study Guide
The Cosine Rule
Webcast
The Sine Rule
Click on the rectangle to open
the Sine Rule
Study Guide
The Sine Rule
Webcast
Trigonometric Ratios: Sine, Cosine and
Tangent
https://portal.uea.ac.uk/documents/6207125/8197520/steps+into+trigonometry+the+cosine+rule.pdf
Resources to help you use sine rule which is a piece of mathematics that helps you solve triangles which do not contain a right-angle.
https://portal.uea.ac.uk/documents/6207125/8197517/steps+into+trigonometry+the+sine+rule.pdf

Solving Trigonometric Equations
Many types of equations involve trigonometric ratios. These resources can help you develop strategies to solve them.
Click on the rectangle to open the Solving Trigonometric Equations Study Guide
Solving Trigonometric Equations Webcast
https://portal.uea.ac.uk/documents/6207125/8197523/steps+into+trigonometry+solving+trigonometric+equations.pdf
Click on the rectangle to open the Cosine Rule Worksheet
https://portal.uea.ac.uk/documents/6207125/8197520/steps+into+trigonometry+the+cosine+rule+worksheet.pdf
Click on the rectangle to open the Cosine Rule
Model Answers
https://portal.uea.ac.uk/documents/6207125/8197520/steps+into+trigonometry+the+cosine+rule+model+answers.pdf
Click on the rectangle to open the Sine Rule
Model Answers
http://www.uea.ac.uk/services/students/let/study_resources/maths_stats/mathematics/trigonometry/the_sine_rule_model_answers
Click on the rectangle to open the Sine Rule
Worksheet
http://www.uea.ac.uk/services/students/let/study_resources/maths_stats/mathematics/trigonometry/the_sine_rule_worksheet
Solving a right angled triangle involves find the values for all the sides and all the angles. You use Pythagoras' Theorem and the trigonometric ratios to achieve this. These resources can help you develop a good strategy to solve a right-angled triangle.
Further Trigonometry
Click on the rectangle to open the Further Trigonometry Study Guide
https://portal.uea.ac.uk/documents/6207125/11979784/further_trigonometry.pdf
Full transcript