# 'Angled triangle' presentation slideshows

## Introducing Trigonometry

Introducing Trigonometry. Opposite. Hypotenuse. 30 º. Adjacent. We use 3 functions. Sine or SIN Cosine or COS Tangent or TAN. Investigation. To find a relationship between the 3 functions and the ratios of the lengths of a right angled triangle. Opposite. Adjacent.

By joanne
(207 views)

## Kamus Mini

Kamus Mini. Istilah Matematika dalam Bahasa Inggris. Disampaikan pada Workshop Pembelajaran Matematika Bilingual Yogyakarta, 15 Maret 2009. Bilangan. 0 , 1, 2, 3, 4, … → Whole numbers 1, 2, 3, 4, 5, ... → Natural numbers 0, 2, 4, 6, 8, … → Even numbers

By agatha
(183 views)

## Pythagoras’ Theorem

Pythagoras’ Theorem. Hypotenuse - it is the side opposite to the right angle. Pythagoras’ Theorem. a. c. b. For any right-angled triangle, c is the length of the hypotenuse, a and b are the length of the other 2 sides, then. c 2 = a 2 + b 2. Historical Background. Pythagoras’ Theorem.

By wilmet
(190 views)

## Triangles

Triangles. A triangle is one of the basic shapes of geometry: a polygon with three corners or vertices and three sides or edges which are line segments. A triangle with vertices A , B , and C is denoted ABC. Types of triangles. By relative lengths of sides

By kostya
(87 views)

## The Sine Rule.

A. b o. C. a o. c o. B. The Sine Rule. c o. B. A. a o. b o. C. Finding The Sine Rule. Consider the triangle below:. H. Add the altitude line as shown. H is the height of the triangle. Now write the sine ratio for each right angled triangle:. H =. A sin b o. H =. B sin a o.

By tilden
(191 views)

## An isosceles triangle has one line of symmetry

An isosceles triangle has one line of symmetry. An isosceles triangle has no rotational symmetry. A triangle can have either one, two or three lines of symmetry. An triangle can have no lines of symmetry. An triangle can have rotational symmetry of order 2.

By melina
(143 views)

## JNV PANCHKULA

JNV PANCHKULA. TOPIC- TRIANGLE &ITS PROPERTIES CLASS- VII SUB.- MATHS TIME- 40 MIN. PREPARED BY- MR. KISHAN(TGTMATHS). TRIANGLES AND TYPES OF TRIANGLES WITH PROPERTIES. We get a TRIANGLE by joining three non collinear points. What is a TRIANGLE ?.

By purity
(120 views)

## TRIANGLES AND TYPES OF TRIANGLES

TRIANGLES AND TYPES OF TRIANGLES. We get a TRIANGLE by joining three non collinear points. What is a TRIANGLE ?. A closed figure formed by joining three line segments is called a TRIANGLE. A triangle has three sides. A triangle has three angles. TYPES OF TRIANGLES. Two Ways

By andie
(154 views)

## The Theorem of Pythagoras

The Theorem of Pythagoras. How to label and name a right angled triangle. The 90 0 angle is the largest angle. The largest side is opposite the largest angle. The largest side is called the ‘HYPOTENUSE’. The Theorem of Pythagoras. Capital letters are used for angles.

By nessa
(187 views)

## Introduction

Introduction. Topic: Classifying Triangles. Objective. Students will identify, describe, and compare triangles: isosceles, right, equilateral, scalene, obtuse, and acute. Materials. Brainpop Movie  on triangles http://www.brainpop.com/math/geometryandmeasurement/typesoftriangles/

By aizza
(140 views)

## Nuffield Free-Standing Mathematics Activity Geometrical design

Nuffield Free-Standing Mathematics Activity Geometrical design. Geometrical design. Can you name any of the geometrical shapes in these pictures?. This activity is about recognising shapes and their properties. Left-hand photo Decoramic Tile Centre http://www.decoramic.co.uk/.

By jetta
(80 views)

Triangles & Quadrilaterals. Grade 6. Warm up. State True/ False. The shape with three or more sides is a polygon Hexagon has the maximum number of sides. There are 20 diagonals in a Decagon. Fill in the blanks: ________ is not an irregular polygon

By meena
(246 views)

## Isosceles Right Angled Triangle

Isosceles Right Angled Triangle. 1. 1. The three sides cannot be all integers. 5. 4. 3. Find a right angled triangle with integral sides near to be isosceles. such as. Question. The difference between two legs is 1 What is the next triangle?

By catrin
(122 views)

## Right Angled Triangles

Right Angled Triangles. Key points. Hypotenuse. The longest side of a right angled triangle Always opposite the right angle. Hypotenuse. Pythagoras’ Theorem. The two smaller sides, squared and added together equals the hypotenuse squared. A 2 + B 2 = C 2

By barton
(203 views)

## Mr Barton’s Maths Notes

Mr Barton’s Maths Notes. Trigonometry 2. Sin, Cos, Tan. www.mrbartonmaths.com. 1. The Crucial Point about Sin, Cos and Tan Just like Pythagoras Theorem, all the work we will be doing with Sin, Cos and Tan only works with RIGHT-ANGLED TRIANGLES

By sora
(139 views)

## Angles and Triangles

Angles and Triangles. Presented By, Krishna kumari and Z,verghese KendriyaVidyalaya, I N S Hamla.

By africa
(127 views)

## A 180 o Protractor

Inside scale from 0 o to 180 o going in an anti-clockwise direction. Outside scale from 0 o to 180 o going in a clockwise direction. A 180 o Protractor. You need to be able to measure an angle to the nearest degree. To help you do this you should always:.

By lawrence-oneill
(116 views)

## A 180 o Protractor

Inside scale from 0 o to 180 o going in an anti-clockwise direction. Outside scale from 0 o to 180 o going in a clockwise direction. A 180 o Protractor. You need to be able to measure an angle to the nearest degree. To help you do this you should always:.

By melinda-rowe
(100 views)

## Trigonometry

Trigonometry. Unit 4:Mathematics. Aims Jog your memory on Pythagoras therom and Trigonometry. Objectives Identify lengths and angles of right angle triangles using formulas. 15. Right angled triangle. hypotenuse. opposite. adjacent. There are three ratios that you need to learn:.

By gannon-porter
(84 views)

## Click to Start Quiz

Click to Start Quiz. Incorrect Answer !!. Click here to try again. The Capital city of Brazil is:. Brasilia. a. Rio de Janeiro. b. Sao Paulo. c. d. Salvador. Correct !!. Click here to move to next question. The platipus lives in:. a. America. Japan. b. Australia. c. d. Africa.

By luisp
(0 views)

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