The document provides links to various blogs and websites maintained by Jacqui Sharp that focus on integrating technology into education, including using tools like Wikis, mimios, iPods/iPhones, and social bookmarking sites in the classroom. It also lists email contact information for Jacqui Sharp. The links provided relate to using various technologies for teaching and learning purposes.
The document provides instructions for creating tessellations using basic shapes in 10 steps:
1) Set up toolbars and select shapes from the autoShapes menu
2) Create a base pattern by duplicating and arranging triangles
3) Continue duplicating and flipping shapes to fill the page with a tessellation pattern
4) Experiment with coloring, textures and different shapes to create variety in designs
5) Tips are provided for precise selection and duplication of shapes to efficiently create tessellations.
Este documento explica cómo usar el programa Windows Movie Maker para editar videos. Describe los pasos para importar archivos de audio, video e imágenes, colocarlos en el guión gráfico, agregar efectos y transiciones, y guardar el proyecto finalizado como un video.
The document provides instructions for a number-writing activity on a computer. It tells the user to click on the number, use arrow keys to move around, and each number combination makes a different number, ranging from 2 to 6.
This document provides a list of interactive math activities and games that can be used in the classroom with an interactive whiteboard or browser-based software. The activities cover a range of math topics from early additive concepts like addition and subtraction to more advanced topics like fractions, graphs, and volume. They include options for all primary grade levels from year 3 through 8. A variety of activity types are represented, including puzzles, matching, pattern recognition, number sentences, and interactive games.
1. The document provides instructions for creating and editing Google documents, including adding pictures, tables, comments, translations, and sharing features.
2. Key functions covered include inserting pictures from files, URLs, Google Images, and Picasa, adding bookmarks, comments, footnotes, tables, and translations.
3. The document also describes how to change document views, count words, publish and share documents by copying links or embedding codes in wikis and blogs.
The document contains measurements of lengths and areas of different rooms. It also includes calculations to find the areas of individual rooms and the total area of all rooms combined. Additionally, it shows the dimensions and calculation to find the volume of a box.
Here are the steps to solve these circle area problems:
1) Be given the radius or diameter
2) Use the formulas:
- Area = πr^2 (given radius)
- Diameter = 2r, so radius = diameter/2 (given diameter)
3) Plug the values into the appropriate formula
4) Simplify and calculate
5) Round to the correct number of decimal places
Show your work and write the final answer with units (cm^2). Let me know if any specific problem gives you trouble!
The document provides instructions for creating tessellations using basic shapes in 10 steps:
1) Set up toolbars and select shapes from the autoShapes menu
2) Create a base pattern by duplicating and arranging triangles
3) Continue duplicating and flipping shapes to fill the page with a tessellation pattern
4) Experiment with coloring, textures and different shapes to create variety in designs
5) Tips are provided for precise selection and duplication of shapes to efficiently create tessellations.
Este documento explica cómo usar el programa Windows Movie Maker para editar videos. Describe los pasos para importar archivos de audio, video e imágenes, colocarlos en el guión gráfico, agregar efectos y transiciones, y guardar el proyecto finalizado como un video.
The document provides instructions for a number-writing activity on a computer. It tells the user to click on the number, use arrow keys to move around, and each number combination makes a different number, ranging from 2 to 6.
This document provides a list of interactive math activities and games that can be used in the classroom with an interactive whiteboard or browser-based software. The activities cover a range of math topics from early additive concepts like addition and subtraction to more advanced topics like fractions, graphs, and volume. They include options for all primary grade levels from year 3 through 8. A variety of activity types are represented, including puzzles, matching, pattern recognition, number sentences, and interactive games.
1. The document provides instructions for creating and editing Google documents, including adding pictures, tables, comments, translations, and sharing features.
2. Key functions covered include inserting pictures from files, URLs, Google Images, and Picasa, adding bookmarks, comments, footnotes, tables, and translations.
3. The document also describes how to change document views, count words, publish and share documents by copying links or embedding codes in wikis and blogs.
The document contains measurements of lengths and areas of different rooms. It also includes calculations to find the areas of individual rooms and the total area of all rooms combined. Additionally, it shows the dimensions and calculation to find the volume of a box.
Here are the steps to solve these circle area problems:
1) Be given the radius or diameter
2) Use the formulas:
- Area = πr^2 (given radius)
- Diameter = 2r, so radius = diameter/2 (given diameter)
3) Plug the values into the appropriate formula
4) Simplify and calculate
5) Round to the correct number of decimal places
Show your work and write the final answer with units (cm^2). Let me know if any specific problem gives you trouble!
This document lists various perimeter and area measurements for classroom activities:
- The first section lists the perimeters of different shapes ranging from 6cm to 22m.
- The second section provides the areas of 4 rooms: Room A is 28m2, Room B is 19.5m2, Room C is 20m2, and Room D is 12.5m2, for a total area of 80m2.
- The third section calculates the volumes of 2 boxes: one with dimensions 10cm x 4cm x 6cm is 240cm3 and one with dimensions 4cm x 4cm x 2cm is 32cm3.
1) The document provides guidance on solving problems involving the area and perimeter of rectangles using different methods like counting squares, using the formula of length x width, or adding all the side lengths.
2) It gives examples of applying these methods to calculate the area of classroom floors to determine how much carpet is needed, or the perimeter to find the length of edging/skirting board required.
3) Key aspects to look for include word clues that indicate if the question is asking for area or perimeter, and identifying the relevant length and width values provided in the problem. Calculating the area or perimeter then involves using the appropriate method based on the information given.
This document contains examples of mental math problems involving addition, multiplication, order of operations, fractions, and conversions between metric and imperial units. It also includes examples of calculating the area of rectangles using the formula of length times width, with diagrams showing how to measure the length and width. The document provides practice with essential math skills like calculations, measurements, and geometry that are important for understanding quantities and spatial relationships in everyday life and work.
Help your children to learn about the area and perimeter of shapes with our bumper resource pack. Includes a variety of classroom teaching, display and activity resources to introduce the topic to your children and then extend their knowledge and skills!
Available from http://www.teachingpacks.co.uk/the-area-and-perimeter-pack/
The document provides an assignment with math problems to solve including: factoring expressions, solving equations, simplifying expressions with like terms, and expanding expressions. It also gives information on calculating the area of irregular figures by dividing them into polygons. Examples are given to find the area of three irregular polygons by breaking them into triangles and rectangles.
The document provides an assignment with math problems to solve including: factoring expressions, solving equations, simplifying expressions with like terms, and expanding expressions. It also gives instructions on calculating the area of irregular figures by dividing them into polygons. Examples are given to find the area of three irregular polygons by breaking them into triangles and rectangles.
This document provides information and examples about calculating area for different shapes. It defines area as the quantity that expresses the extent of a two-dimensional figure. It then gives formulas and examples for calculating the area of squares, rectangles, parallelograms, triangles, trapezoids, and circles. It concludes with examples of word problems involving calculating area to solve for missing dimensions. The key information provided includes formulas for area of common shapes and examples of applying the formulas to calculate areas and solve multi-step word problems.
This document defines and provides examples of area, perimeter, and volume. It explains that:
- Area is measured in square units (cm2) and represents the number of squares that fit inside a 2D shape.
- Perimeter is the distance around a shape and is measured in linear units (cm). It provides examples of calculating perimeters of rectangles and triangles.
- Volume is measured in cubic units (cm3) and represents the number of cubes that fit inside a 3D shape. It gives examples of calculating volumes of cubes and cuboids.
The document concludes with practice problems for the reader to calculate areas, perimeters, and volumes of various shapes.
The document provides information about calculating the areas of different shapes. It defines area as the amount of space inside a shape. It provides examples of finding the areas of rectangles by multiplying length by width. For compound shapes, the total area is found by splitting it into individual rectangles and adding their areas.
This document contains information about calculating volumes and surface areas of 3D shapes such as cubes, cuboids, cylinders and prisms. It includes examples of calculating volumes of cuboids and prisms using the formula: Volume = Area of cross-section x Height. Surface area formulas are also provided for cubes, cuboids, cylinders and triangular prisms. Worked examples are given to demonstrate calculating surface areas and volumes. Confidence levels (red, amber or green) are requested to be written after examples to indicate understanding.
This document contains information about calculating volumes and surface areas of 3D shapes such as cubes, cuboids, cylinders and prisms. It provides examples of calculating volumes of cuboids using the formula Volume = Length x Width x Height. The surface area formulas for cubes, cuboids, cylinders and prisms are also explained. Practice questions are included for calculating volumes and surface areas with answers provided.
The document provides information and examples for calculating the area and perimeter of rectangles. It discusses three methods for calculating area: counting squares, using the formula of rows x columns, and using the formula of length x width. It also provides the general rule that perimeter is calculated by adding all the side lengths. Several word problems are presented with their step-by-step worked solutions showing how to apply these concepts to find the area, perimeter or length needed.
This document discusses perimeter and area formulas for basic shapes. It provides examples of calculating the perimeter of squares, rectangles, triangles and circles. It also demonstrates how to calculate the area of rectangles, triangles, parallelograms, trapezoids and circles. Key formulas introduced include the perimeter formula (adding all side lengths), circumference formula (π x diameter), and area formulas for rectangles (length x width), triangles (1/2 x base x height) and circles (π x radius2).
The document discusses units of area and volume measurement in both metric and imperial systems. It provides examples of calculating the volume of cuboids using the formula of length x width x height. Several practice problems are included for finding the volumes of various cuboids and compound shapes using the appropriate formulas and units.
The document provides examples for calculating the perimeter and area of 2D composite shapes made of quadrilaterals and triangles. It gives the formulas for finding the perimeter as the total distance around the shape and the area as length x breadth for quadrilaterals and base x height/2 for triangles. Then it shows step-by-step workings of examples calculating the perimeter and area of diagrams made of squares, rectangles and triangles.
The document contains questions about calculating the perimeter, area, and volume of various shapes. It includes questions about finding the perimeter, area, and volume of rectangles, squares, cubes and the layout of rooms in a house. It also provides some measurements in meters or centimeters that could be used to calculate the perimeters, areas, or volumes requested.
Seminar for Parents at Beacon Primary SchoolJimmy Keng
The document provides examples and explanations of mathematics problems and concepts to support students in learning mathematics. It includes word problems involving addition, subtraction, division, percentages, averages, ratios, and geometry. Worked examples are shown step-by-step to demonstrate problem solving processes. The purpose is to help students understand and apply mathematical concepts.
This document provides information on calculating the area and perimeter of basic shapes. It defines key terms like area, perimeter, dimensions, and circumference. Formulas are provided for calculating the perimeter of rectangles, triangles, circles, parallelograms, trapezoids, and the area of triangles, rectangles, parallelograms, trapezoids, and circles. Examples are given for calculating perimeter and area of various shapes. Practice problems are included for applying the formulas.
The document provides examples for calculating the volume of cuboids and cubes by counting the number of unit cubes that can fit within them. It gives the formulas for finding the volume of a 3D shape as length × breadth × height. It also provides examples of finding the total volume of combination 3D shapes made of multiple cuboids and cubes by adding their individual volumes.
This document provides an overview of perimeter and area for a 3rd grade math class. It defines perimeter as the distance around an object and area as the number of square units needed to cover a shape. Formulas for calculating the perimeter of triangles and rectangles and the area of triangles are presented. Students are guided through examples of measuring and calculating perimeters and areas of different shapes using rulers and graph paper. Assessment activities and additional resources are included.
This document provides step-by-step instructions for setting up a basic wiki on Wikispaces.com. It outlines how to create an account, set up a new wiki, customize colors and themes, add a logo, set up navigation pages, edit pages by adding content and links, and make the wiki public so students can access it. The goal is to create an organized, easy-to-navigate online resource that can be shared with students.
This document provides examples of creative ways to use iPads in reading and writing activities. It describes how iPads can be used as collaborative tools for buddy reading, recording speeches for proofreading, and creating multimedia books. The document also provides ideas for using iPad apps for activities like mind mapping, looking up synonyms, writing stories and journals, making book covers and audiobooks, and publishing student work. Links are included for blog posts with more details on these iPad integration ideas.
This document lists various perimeter and area measurements for classroom activities:
- The first section lists the perimeters of different shapes ranging from 6cm to 22m.
- The second section provides the areas of 4 rooms: Room A is 28m2, Room B is 19.5m2, Room C is 20m2, and Room D is 12.5m2, for a total area of 80m2.
- The third section calculates the volumes of 2 boxes: one with dimensions 10cm x 4cm x 6cm is 240cm3 and one with dimensions 4cm x 4cm x 2cm is 32cm3.
1) The document provides guidance on solving problems involving the area and perimeter of rectangles using different methods like counting squares, using the formula of length x width, or adding all the side lengths.
2) It gives examples of applying these methods to calculate the area of classroom floors to determine how much carpet is needed, or the perimeter to find the length of edging/skirting board required.
3) Key aspects to look for include word clues that indicate if the question is asking for area or perimeter, and identifying the relevant length and width values provided in the problem. Calculating the area or perimeter then involves using the appropriate method based on the information given.
This document contains examples of mental math problems involving addition, multiplication, order of operations, fractions, and conversions between metric and imperial units. It also includes examples of calculating the area of rectangles using the formula of length times width, with diagrams showing how to measure the length and width. The document provides practice with essential math skills like calculations, measurements, and geometry that are important for understanding quantities and spatial relationships in everyday life and work.
Help your children to learn about the area and perimeter of shapes with our bumper resource pack. Includes a variety of classroom teaching, display and activity resources to introduce the topic to your children and then extend their knowledge and skills!
Available from http://www.teachingpacks.co.uk/the-area-and-perimeter-pack/
The document provides an assignment with math problems to solve including: factoring expressions, solving equations, simplifying expressions with like terms, and expanding expressions. It also gives information on calculating the area of irregular figures by dividing them into polygons. Examples are given to find the area of three irregular polygons by breaking them into triangles and rectangles.
The document provides an assignment with math problems to solve including: factoring expressions, solving equations, simplifying expressions with like terms, and expanding expressions. It also gives instructions on calculating the area of irregular figures by dividing them into polygons. Examples are given to find the area of three irregular polygons by breaking them into triangles and rectangles.
This document provides information and examples about calculating area for different shapes. It defines area as the quantity that expresses the extent of a two-dimensional figure. It then gives formulas and examples for calculating the area of squares, rectangles, parallelograms, triangles, trapezoids, and circles. It concludes with examples of word problems involving calculating area to solve for missing dimensions. The key information provided includes formulas for area of common shapes and examples of applying the formulas to calculate areas and solve multi-step word problems.
This document defines and provides examples of area, perimeter, and volume. It explains that:
- Area is measured in square units (cm2) and represents the number of squares that fit inside a 2D shape.
- Perimeter is the distance around a shape and is measured in linear units (cm). It provides examples of calculating perimeters of rectangles and triangles.
- Volume is measured in cubic units (cm3) and represents the number of cubes that fit inside a 3D shape. It gives examples of calculating volumes of cubes and cuboids.
The document concludes with practice problems for the reader to calculate areas, perimeters, and volumes of various shapes.
The document provides information about calculating the areas of different shapes. It defines area as the amount of space inside a shape. It provides examples of finding the areas of rectangles by multiplying length by width. For compound shapes, the total area is found by splitting it into individual rectangles and adding their areas.
This document contains information about calculating volumes and surface areas of 3D shapes such as cubes, cuboids, cylinders and prisms. It includes examples of calculating volumes of cuboids and prisms using the formula: Volume = Area of cross-section x Height. Surface area formulas are also provided for cubes, cuboids, cylinders and triangular prisms. Worked examples are given to demonstrate calculating surface areas and volumes. Confidence levels (red, amber or green) are requested to be written after examples to indicate understanding.
This document contains information about calculating volumes and surface areas of 3D shapes such as cubes, cuboids, cylinders and prisms. It provides examples of calculating volumes of cuboids using the formula Volume = Length x Width x Height. The surface area formulas for cubes, cuboids, cylinders and prisms are also explained. Practice questions are included for calculating volumes and surface areas with answers provided.
The document provides information and examples for calculating the area and perimeter of rectangles. It discusses three methods for calculating area: counting squares, using the formula of rows x columns, and using the formula of length x width. It also provides the general rule that perimeter is calculated by adding all the side lengths. Several word problems are presented with their step-by-step worked solutions showing how to apply these concepts to find the area, perimeter or length needed.
This document discusses perimeter and area formulas for basic shapes. It provides examples of calculating the perimeter of squares, rectangles, triangles and circles. It also demonstrates how to calculate the area of rectangles, triangles, parallelograms, trapezoids and circles. Key formulas introduced include the perimeter formula (adding all side lengths), circumference formula (π x diameter), and area formulas for rectangles (length x width), triangles (1/2 x base x height) and circles (π x radius2).
The document discusses units of area and volume measurement in both metric and imperial systems. It provides examples of calculating the volume of cuboids using the formula of length x width x height. Several practice problems are included for finding the volumes of various cuboids and compound shapes using the appropriate formulas and units.
The document provides examples for calculating the perimeter and area of 2D composite shapes made of quadrilaterals and triangles. It gives the formulas for finding the perimeter as the total distance around the shape and the area as length x breadth for quadrilaterals and base x height/2 for triangles. Then it shows step-by-step workings of examples calculating the perimeter and area of diagrams made of squares, rectangles and triangles.
The document contains questions about calculating the perimeter, area, and volume of various shapes. It includes questions about finding the perimeter, area, and volume of rectangles, squares, cubes and the layout of rooms in a house. It also provides some measurements in meters or centimeters that could be used to calculate the perimeters, areas, or volumes requested.
Seminar for Parents at Beacon Primary SchoolJimmy Keng
The document provides examples and explanations of mathematics problems and concepts to support students in learning mathematics. It includes word problems involving addition, subtraction, division, percentages, averages, ratios, and geometry. Worked examples are shown step-by-step to demonstrate problem solving processes. The purpose is to help students understand and apply mathematical concepts.
This document provides information on calculating the area and perimeter of basic shapes. It defines key terms like area, perimeter, dimensions, and circumference. Formulas are provided for calculating the perimeter of rectangles, triangles, circles, parallelograms, trapezoids, and the area of triangles, rectangles, parallelograms, trapezoids, and circles. Examples are given for calculating perimeter and area of various shapes. Practice problems are included for applying the formulas.
The document provides examples for calculating the volume of cuboids and cubes by counting the number of unit cubes that can fit within them. It gives the formulas for finding the volume of a 3D shape as length × breadth × height. It also provides examples of finding the total volume of combination 3D shapes made of multiple cuboids and cubes by adding their individual volumes.
This document provides an overview of perimeter and area for a 3rd grade math class. It defines perimeter as the distance around an object and area as the number of square units needed to cover a shape. Formulas for calculating the perimeter of triangles and rectangles and the area of triangles are presented. Students are guided through examples of measuring and calculating perimeters and areas of different shapes using rulers and graph paper. Assessment activities and additional resources are included.
This document provides step-by-step instructions for setting up a basic wiki on Wikispaces.com. It outlines how to create an account, set up a new wiki, customize colors and themes, add a logo, set up navigation pages, edit pages by adding content and links, and make the wiki public so students can access it. The goal is to create an organized, easy-to-navigate online resource that can be shared with students.
This document provides examples of creative ways to use iPads in reading and writing activities. It describes how iPads can be used as collaborative tools for buddy reading, recording speeches for proofreading, and creating multimedia books. The document also provides ideas for using iPad apps for activities like mind mapping, looking up synonyms, writing stories and journals, making book covers and audiobooks, and publishing student work. Links are included for blog posts with more details on these iPad integration ideas.
This document provides suggestions for using technology purposefully with junior students. It recommends letting students experiment with technology to develop basic skills like using a keyboard, mouse, and iPad. Teachers should consider how devices like iPads, computers, and interactive whiteboards can be used to support learning in areas like writing, reading, and math. Specific apps and programs are listed that could help teach skills or be used for activities, projects, and publishing student work. The document emphasizes setting directed tasks and using technology to model lessons while allowing students choice in their learning.
The document lists various computer programs, apps, websites and tools that can be used for reading, writing, creating comics, presentations, audio recordings and more. It includes programs for iPad, computer and using the internet like Google Docs, Keynote, GarageBand, Blogger and ComicLife. It also mentions activities that can be done using these digital tools and offline materials like magazines, books and craft materials.
The document provides instructions for students to create a digital storybook retelling the myth of Theseus and the Minotaur using various creative apps and tools. Students are directed to choose a consistent theme, fonts, and colors throughout their project, and to cite any clipart sources. The instructions emphasize maintaining a consistent style while transforming the classic story into a digital format through pictures, text, and audio.
This document contains a list of various tools for writing, graphic design, publishing, and multimedia creation. It includes applications for taking notes, creating documents, presentations and comics, as well as lower-tech options like paper, pens, and whiteboards. The list covers a wide range of software like Google Docs, Inspiration, Notability, iMovie, and Comic Life, as well as websites for blogging and publishing stories.
This document lists a variety of digital tools that can be used for education including apps for inspiration, writing, presentations, graphics, video editing, and more. It includes apps for Mac, PC, iPad, and online tools from companies like Google and Apple. The tools are organized by category but not described in detail.
This document provides a list of resources related to ebooks, interactive books on devices, using iPods and iPhones in education, educational games, augmented reality apps, and references. It includes links to free ebook collections, websites for reading ebooks online or on Kindle, research on using mobile devices in education, examples of augmented reality apps for enhancing places and history, and educational games for learning about global conflicts. Accelerometers are also mentioned as determining position, direction and acceleration.
The document provides steps for animating objects in Keynote. It explains how to add objects that will animate, such as clouds or shapes. It describes how to select objects and use the inspector and build inspector to add effects like fly in, move, or motion paths to animate the objects. Tips are included for importing images or screenshots and cropping as needed. The steps demonstrate how to animate a volcanic eruption by drawing lava, duplicating slides to show the lava flowing down the mountain, and animating clouds with different effects.
This document outlines a technology unit plan focused on transport machinery. It provides contexts, links to other curriculum areas, and resources for the unit. The learning intentions are for students to design vehicles using software and to create solutions to problems by designing technological advances. The design brief asks students to design a dream car for themselves or others, specifying features for the intended person. Learning experiences include watching educational videos, completing analysis and comparison activities, and designing vehicles using software or drawing.
King Minos of Crete had a daughter and a monster called the Minotaur. Every nine years, Athens was forced to send seven boys and seven girls to be eaten by the Minotaur. When it was time again, Prince Theseus of Athens vowed to kill the Minotaur. The Cretan princess helped Theseus by giving him objects to help defeat the Minotaur. In return, Theseus took the princess away so others could admire her beauty, fulfilling his end of the deal. Theseus succeeded in killing the Minotaur, ending Crete's dominance over Athens.
China's four ancient inventions of gunpowder, paper making, printing, and the compass made important contributions to the world economy and culture. They were also symbols of China's role as a great civilization. The document then provides examples of keyword searches on topics and records the number of search results or "hits" returned. It discusses internet addresses and domain names. Finally, it suggests websites to critically evaluate and provides a fact or opinion graphic organizer for analysis.
This document provides guidance on writing myths and legends narratives, including using the past tense and second/third person, setting the scene in the introduction, outlining the problem, response, and outcome. It recommends adding vivid verbs and descriptive adjectives and provides examples of conjunctions to join sentences beyond "and". The overall purpose is to entertain, motivate, or teach readers through engaging storytelling techniques.
This document provides resources for teaching students about position and orientation using coordinate grids. It includes links to online games and activities where students can practice using coordinates to solve puzzles by identifying shapes on a grid, following paths, directing robots to specified points, and plotting points on a coordinate plane. Instructions are provided to access math tasks on Studyladder related to coordinates and position.
This document provides instructions for using computer and iPad applications to perform geometric transformations including translations, rotations, reflections, and coloring of shapes. It describes how to select shapes, copy and paste them, slide them to form tessellations, flip them vertically, rotate them 180 degrees, and change their colors. Hints are provided like holding shift to select multiple shapes at once and using the arrow keys or swiping to nudge shapes in small increments. Examples of tessellations by the artist M.C. Escher are also referenced.
This document provides resources for teaching 2D and 3D shapes. It includes links to pages about 2D shapes with information on faces, edges and corners. There are also sections on 3D solids with the same information. The document lists tasks and activities for studying 3D shapes, including identifying prisms and pyramids, naming 3D objects, building 3D structures, drawing 3D shapes and identifying shapes from nets.
This document provides tips for using Google search more effectively, including searching for exact phrases with quotation marks, excluding words with a hyphen, finding word definitions and doing unit conversions, searching within pages using Ctrl/Command-F, and getting time or address information by typing those items followed by the location. The tips are meant to help users be smarter with their Google searches.
Gardner’s multiple intelligences planning grid with activity ideas and starte...Jacqui Sharp
This document provides a planning grid with activity ideas for each of Gardner's Multiple Intelligences. The grid lists verbs and starter words associated with each intelligence and provides examples of activities and tools that can be used to design lessons targeting each intelligence. It includes ideas for remembering, understanding, applying, analyzing, evaluating, and creating for the eight intelligences: verbal/linguistic, logical/mathematical, visual/spatial, bodily/kinaesthetic, musical, interpersonal, intrapersonal, and naturalist.
The pirates sailed to an island with a treasure map to find buried gold. They were followed by dolphins on their journey. Upon arriving, the pirates used their map to locate a chest of gold buried on the island.
2. Jacqui Sharp’s Weblinks
http://www.jsharp.co.nz Main website
http://sharpjacqui.blogspot.com ICT Teaching and Learning (integration
of ICT into curriculum areas)
http://jacquisharp.blogspot.com Web2.0 and Education (Web2.0 tools that
can be used in Education)
http://jacquiscourses.blogspot.com Course Support Blog
http://jsharp.wikispaces.com trial site testing out the use of Wikis in the
classroom
http://mimioiwb.blogspot.com/ mimios and IWBs in the classroom
http://ipodsiphonesineducation.wikispaces.com/ iPods & iPhones in
education
http://delicious.com/sharpjacqui Delicious website bookmarks
info@jsharp.co.nz Email address
3. Browsers
Wordprocessing
Graphic Organisers, Drawing, Recording and Reporting
11. 2 X 3 = 6
2 2 X 3 = 66
2 2 2 X 3 = 666
2 2 2 X 3 = 6666
2 2 2 2 X 3 = 66666
X 3 =
X 3 =
X 3 =
X 3 =
X 3 =
X 3 =
X 3 =
12. 12 22 32 42 52 62 72 82 92 102
13 23 33 43 53 63 73 83 93 103
Use the superscript button to make the ‘power’ of number. Go to
View – Toolbars – Customise
Click on the Command Tab, click on Format, scroll down until you
see Superscript, click and drag the icon up onto your toolbar
Use the superscript button to make the ‘power’ of number. Go to
Office Button – PowerPoint Options – Click Commands not in the
Ribbon – Click once on the Superscript button – click on Add and Ok
16. Using Word, PowerPoint or Keynote to create
Tessellations
Word Tools
Auto shapes
Draw menu
Rotate and flip
Align and distribute
colour
17. How to teach?
Could be taught in a whole class lab teaching
session
Whole class demonstration of selected skills in
front of one computer
Charts on wall
Monitors have been through a training session
25. Session One
Move the triangles around and
see what sort of interlocking
patterns you can make
Discuss what you are doing
with the other members in your
group
26.
27. Session Two
Teach new skills of shift clicking
to group a number of objects
together
With this new skill duplicate and
move multiple objects
28. Session Two
Introduce colour
Demonstrate how to colour inside and lines
Use the Shift -Click to colour multiple shapes
Demonstrate patterns
Demonstrate Fill Effects patterns
34. Session Two
Repeat last steps and try a
different shape from Shapes
Ask yourself the question which
shapes translate the best and
why?
35.
36. Session Three
Bring in another shape and test how
it fits with a triangle
Test how it translates
Create a tessellation
37.
38.
39. Session Four
Add more shapes testing for
translation, rotating and
flipping
Which shapes work
best together and why?
40.
41.
42.
43.
44.
45.
46.
47.
48. Assessment Task
Why have
you
Design
chosen
wrapping What is
Who is it this
paper for the
for? particular
a special occasion?
design for
occasion
this
person?
49. Describing the
symmetry in patterns,
objects and designs
(frieze patterns,
kowhaiwhai,
wrapping paper etc)
70. cm2
1.
2. 35m
Room B 30m
Room 40m
A Rm Room 50m
3.
D C
25m
4.
Area of Room A =
Area of Room B =
Area of Room C =
Area of Room D =
71. cm2
9cm2
1.
2. 10cm2 3.5m
Room B 3m
9
Room 4m
A Rm Room 5m
3.
D C
13cm2
2.5m
4.
Area of Room A = 3.5 x 8 = 28m2
10.5cm2 Area of Room B = 6.5 x 3 = 19.5m2
Area of Room C = 5 x 4 = 20m2
Area of Room D = 2.5 x 5 = 12.5m2
72. What is the
volume of thi
10cm Box?
lxbxw= 4cm
6cm
73. 20cm3
4cm3
What is the
volume of thi
10cm Box?
6 x 4 x 10 = 240cm
l x b x w = 4 x 2 x 4 = 32cm3 4cm
6cm
90. Teaching using ICT
• Create a slideshow in PowerPoint or Keynote
or mimio Notebook
• Include a mixture of links to
mimio, Keynote, Pages, KidPix and Internet
activities
• This is a cumulative file that can be added to
over time