Digital Resource One BBC Pythagoras Interactive Learning maths_i/measure/pythagoras_activity.shtml.

Slides:



Advertisements
Similar presentations
Unit 2: Engineering Design Process
Advertisements

RATIONAL AND IRRATIONAL NUMBERS
Pythagorean Triples In addition to level 3.0 and beyond what was taught in class, the student may:  Make connection with other concepts in math.
The Pythagorean Theorem
Ryann Kramer EDU Prof. R. Moroney Summer 2010.
© T Madas. 6 m 8 m Finding the hypotenuse x = x2= x = x2= x2 100 = x2= x2 = x= x = x= x 10 x = m 13 m Finding one of the shorter.
Pythagoras Theorem Squaring a Number and Square Roots Investigating Pythagoras Theorem Finding the length of the smaller side Mixed problems Calculating.
February Kindly contributed by Louise Dumbell. Search for Louise on
James Matte Nicole Calbi SUNY Fredonia AMTNYS October 28 th, 2011.
Grade 3 Fluency Unit Lesson 1 I can check my fluency with addition & subtraction I can review strategies for addition I can review strategies for subtraction.
Pythagorean Theorem Eman Almasruhi 3/1/2015. Objectives : Students will know the right triangle. Recognize Pythagorean Theorem. Do some example to show.
Principles of Assessment
Level34567 Fractions, Decimals and Percentages I can shade in fractions on a diagram that has been divided into the right number of parts. I can use an.
There are three ratios that you need to learn: Where are the hypotenuse, adjacent and opposite lengths. This is opposite the right-angle This is next to.
Learning how to … use Pythagoras’ Theorem to calculate a shorter side of a right-angled triangle Mathematics GCSE Topic Reminders.
C2: Trigonometrical Equations Learning Objective: to be able to solve simple trigonometrical equations in a given range.
Howe Dell School Maths Calculation Policy
Ch 11.3 – The Pythagorean Theorem
Pythagorean Theorum Adham Jad. What is a triangle? How many sides does a triangle have? What is the sum of angles in a triangle? Background & Concept.
Unit 1 – Physics Math Algebra, Geometry and Trig..
PYTHAGOREAN THEOREAM
Mathematics …. as a language. What are the features of a language? Brainstorm/list Distinct vocabularies (almost the same meaning every time) Grammar.
Curriculum Night, 2009 Pre-Algebra. Pre-Algebra “Big Ideas” Real Numbers Linear Functions Pythagorean Theorem/ Indirect Measurement ScatterplotsSlope.
4.7 – Square Roots and The Pythagorean Theorem. SQUARES and SQUARE ROOTS: Consider the area of a 3'x3' square: A = 3 x 3 A = (3) 2 = 9.
Pythagorean Theorem Rachel Griffith. Pythagoras was a Greek philosopher and mathematician who founded the Pythagorean Theorem. He also discovered the.
Foundations of Technology Pythagorean Theorem
Objective The student will be able to:
Pythagoras' Theorem
Pythagorean Theorem. Pythagoras of Samos Birth: 570 B.C.E Samos, Greece Death: 495 B.C.E.
Pythagorean Theorem Ramzy Alseidi. Pythagoras is often referred to as the first pure mathematician. He was born on the island of Samos, Greece in 569.
Math Café Alex Munro January 29, Math is Everywhere Have you done any math in the last 2 hours prior to arriving for the math café?
Pythagorean Theorem By: Kierra Reber period 6 extra credit.
Learning Pythagoras theorem
Measurement – Right Angled Triangles By the end of this lesson you will be able to identify and calculate the following: 1. Find shorter side lengths.
In Chapter 7, we learned how to solve problems with right-angled triangles using SOH-CAH-TOA OPPOSITE ADJACENT HYPOTENUSE Now, in Chapter 8, we will learn.
Chapter 1: Square Roots and the Pythagorean Theorem Unit Review.
Calculation in the Early Years Foundation Stage Kensington Primary School.
Mathematics Term 3, 2011 By Bridie Willis S
M May Pythagoras’ Theorem The square on the hypotenuse equals the sum of the squares on the other two sides.
Trigonometry – Right Angled Triangles By the end of this lesson you will be able to identify and calculate the following: 1. Who was Pythagoras 2. What.
Copyright © Ed2Net Learning, Inc.1 Pythagorean Theorem Grade 7 Pre-Algebra.
Math Vocabulary Words Ciara McFall. Integer any of the natural numbers, the negatives of these numbers, or zero.
Yr 7.  Pupils use mathematics as an integral part of classroom activities. They represent their work with objects or pictures and discuss it. They recognise.
Find: (to 1.d.p) a)3² = b) 7² = c) 3.45² = d) 9² = e) 10² = f) 20² = g) 2.1 ² = Find: a)√9 = b) √7 = c) √36= d) √2= e) √1.456 = f) √2.5 g) √64 =
Trigonometry. 2 Unit 4:Mathematics Aims Introduce Pythagoras therom. Look at Trigonometry Objectives Investigate the pythagoras therom. Calculate trigonometric.
s.html Year 9 Mathematics Pythagoras Theorem.
The Pythagorean Theorem. Prerequisites Learners should already know: - Calculation rules - Meaning of the math power and of the square root - Flat figures.
 Right Triangle – A triangle with one right angle.  Hypotenuse – Side opposite the right angle and longest side of a right triangle.  Leg – Either.
Pythagorean Theorem Distance Formula. Vocabulary Right Triangle – A Triangle with one 90° angle Hypotenuse – The longest side of a right triangle (opposite.
Find the perimeter and area: 2 ft 7 ft 3 ft Math 7 MIT Grace Wilday Junior High School “Raise the Praise”
Maths Curriculum Evening
The Pythagorean Theorem
I am starting the lesson on level _____________________
Mathematics at Elmgrove
Pythagoras’ Theorem – Outcomes
Pythagoras’ Theorem and Trigonometry
To a physicist, mathematics is a toolbox
Right-angled triangles A right-angled triangle contains a right angle. The longest side opposite the right angle is called the hypotenuse. Teacher.
KS4 Mathematics A6 Quadratic equations.
7.0: Pythagorean Theorem Objectives:
4-6 Congruence in Right Triangles
Bellwork: 2/12/18 (Block 3) Use the look for a pattern strategy to solve Exercises 1–3. 1. In a stadium, there are 10 seats in the 1st row, 13 seats in.
Foundations of Technology Pythagorean Theorem
© T Madas.
Pythagoras’ Theorem.
The Pythagorean Theorem
Pythagorean Theorem.
Pythagoras Theorem Squaring a Number and Square Roots
Maths Unit 23 – Pythagoras & Trigonometry
Presentation transcript:

Digital Resource One BBC Pythagoras Interactive Learning maths_i/measure/pythagoras_activity.shtml

Declarative/Procedural Knowledge Does this resource meet identified knowledge requirements Yes NO D1 – that Pythagoras’ Theorem is applied to solve simple problems involving right-angled triangles. This resource focuses on right angled triangles D2 – that Pythagoras’ Theorem is used to determine the hypotenuse of a right-angled triangle. Extends students to find other sides of the triangle using Pythagoras’ Theorem D3 – the relationship between corresponding sides of right-angled triangles. This is not covered well in this resource D4 – the terminology associated with right-angled triangles. Limited terminology is provided but it does use the correct mathematical language P1 – use Pythagoras’ Theorem to solve simple problems involving right-angled triangles. Students can use this theorem to solve a real life problem that may occur. P2 – recognise and demonstrate use of appropriate terminology Does not encourage students to use correct terminology P3 – identify the sides of a right-angled triangle.Helps students to identify the sides in a triangle P4 – communicate their understanding of the relationship between Pythagoras’ Theorem and square root. Students need to be able to work using both Pythagoras’ Theorem and find the square root of numbers P5 – use multiplication to solve mathematical problems. Written and mental strategies are needed in order to be able to multiply numbers by themselves P6 – solve square root equations When working through the problem students must also calculate the square root of a number ADDITIONAL COMMENTS  Visually engaging  Provides written and audio cues  Students need to work answers out or they cannot move on  Gives a good definition of the theorem at the start to remind learners  Extends students to solve sides other that the hypotenuse using algebraic equations This resource would be at the same level as our learning place object. It could be used to demonstrate a real life situation where Pythagoras’ theorem can be used.

Digital Resource Two IXL Year 9 Pythagoras’ Theorem

Declarative/Procedural Knowledge Does this digital resource meet identified knowledge requirements? Yes No D1 – that Pythagoras’ Theorem is applied to solve simple problems involving right-angled triangles. This resource focuses on right angled triangles D2 – that Pythagoras’ Theorem is used to determine the hypotenuse of a right-angled triangle. Extends students to find other sides of the triangle using Pythagoras’ Theorem D3 – the relationship between corresponding sides of right- angled triangles. Students look at all sides of the triangle and need to discover the relation ship D4 – the terminology associated with right-angled triangles. Limited terminology is provided but it does use the correct mathematical language P1 – use Pythagoras’ Theorem to solve simple problems involving right-angled triangles. Students need to use the theorem to solve problems P2 – recognise and demonstrate use of appropriate terminology Does not encourage students to use correct terminology P3 – identify the sides of a right-angled triangle. Students need to be aware which sides are the hypotenuse, opposite and adjacent P4 – communicate their understanding of the relationship between Pythagoras’ Theorem and square root. Students need to be able to work using both Pythagoras’ Theorem and find the square root of numbers P5 – use multiplication to solve mathematical problems. Written and mental strategies are needed in order to be able to multiply numbers by themselves P6 – solve square root equations When working through the problem students must also calculate the square root of a number ADDITIONAL COMMENTS  Links to the Australian Curriculum standards  Students are given both word and number problems to solve to check understanding  Students can receive a score out of 100  Problems vary in difficulty and extend the learner Very good resource as it is linked to the curriculum. This site has a wide range of tools that could be used in various subjects. Maybe not great for explaining the original concept but will help to develop understanding through practice and varying problems

Digital Resource Three Maths is fun, Pythagoras’ Theorem

Declarative/Procedural Knowledge Does this digital resource meet identified knowledge requirements? Yes No D1 – that Pythagoras’ Theorem is applied to solve simple problems involving right-angled triangles. This resource focuses on right angled triangles D2 – that Pythagoras’ Theorem is used to determine the hypotenuse of a right-angled triangle. Extends students to find other sides of the triangle using Pythagoras’ Theorem D3 – the relationship between corresponding sides of right- angled triangles. Students look at all sides of the triangle and need to discover the relation ship D4 – the terminology associated with right-angled triangles. Limited terminology is provided but it does use the correct mathematical language P1 – use Pythagoras’ Theorem to solve simple problems involving right-angled triangles. Students need to use the theorem to solve problems P2 – recognise and demonstrate use of appropriate terminology Uses and encourages use of correct terminology throughout P3 – identify the sides of a right-angled triangle. Students need to be aware which sides are the hypotenuse, opposite and adjacent P4 – communicate their understanding of the relationship between Pythagoras’ Theorem and square root. Students need to be able to work using both Pythagoras’ Theorem and find the square root of numbers P5 – use multiplication to solve mathematical problems. Written and mental strategies are needed in order to be able to multiply numbers by themselves P6 – solve square root equations When working through the problem students must also calculate the square root of a number ADDITIONAL COMMENTS Gives great examples and examples. Uses correct terminology throughout Visually appealing Can extend learners when necessary This is the best resource that we discovered. It gives a great definition of Pythagoras Theorem and gives learners the opportunity to explore this step by step Pictures help to create understanding