"ICT student textbook/Exploring symmetry with Geogebra" ಆವೃತ್ತಿಗಳ ಮಧ್ಯದ ಬದಲಾವಣೆಗಳು

೧೯:೧೯, ೧೫ ಏಪ್ರಿಲ್ ೨೦೧೯ ದ ಇತ್ತೀಚಿನ ಆವೃತ್ತಿ

ಪುನರ್ನಿರ್ದೇಶನ ಇದಕ್ಕೆ:

ಐಸಿಟಿ ವಿದ್ಯಾರ್ಥಿ ಪಠ್ಯ/ಸಮಮಿತಿಯನ್ನು ಕಲಿಯುವುದು

@@ ೧ ನೇ ಸಾಲು: / ೧ ನೇ ಸಾಲು: @@
-{{Navigate|Prev=Getting introduced to triangle properties|Curr=Exploring symmetry with Geogebra|Next=Educational applications for learning your subjects level 2 learning check list}}
+#REDIRECT [[ಐಸಿಟಿ ವಿದ್ಯಾರ್ಥಿ ಪಠ್ಯ/ಸಮಮಿತಿಯನ್ನು ಕಲಿಯುವುದು]]
-<div class="noprint" style="float:right; border:1px solid blue;width:300px;background-color:#F5F5F5;padding:2px;">
-{| cellspacing="0"
-| [[File:Book.jpg|none|80px|Book image]]
-| style="padding-left:2px;" | Go to <br /> [[ICT_teacher_handbook/Learning_maths_with_Geogebra|ICT Teacher Handbook]]
-|}</div>
-<u>{{font color|brown|'''<big>Exploring symmetry with Geogebra</big>'''}}</u><br>
-{{font color|brown|In this activity, you will explore lines of symmetry, reflection and rotation of objects.}}
-===Objectives===
-#Understanding rotation and reflection of geometric constructions
-#Reflecting objects and drawing lines of symmetry
-#Identifying lines of symmetry in given shapes visually
-#Recognizing symmetric and non-symmetric objects
-===What prior skills are assumed===
-# Familiarity with the Geogebra application and tool bar
-# Able to create different Geogebra sketches using the various functionalities - line, line segment, measurement of angles, measurement of segments, drawing polygons
-===What resources do you need===
-#Computer lab with projection equipment
-#Handout for [[Learn Ubuntu|Ubuntu]]
-#Handout for [[Learn LibreOffice Writer|LibreOffice Writer]]
-#Handout for [[Learn Geogebra|Geogebra]]
-#Geogebra files
-#Handout for [[Learn Screenshot|screenshot]]
-===What digital skills will you learn===
-# Creating Geogebra files to explore mathematical concepts
-# Inserting screenshots of Geogebra sketches in a text document and summarizing the mathematics investigation
-===Description of activity with detailed steps===
-====Teacher led activity====
-Part 1- Locating and drawing lines of symmetry
-Look at the following pictures with your teacher.  Identify how many lines of symmetry are there.
-<gallery mode="packed" heights="250px" caption="Figures with symmetry" style="text-align:left">
-File:Order-3 heptakis heptagonal tiling.png
-File:Hirschhorn 6-fold-rotational symmetry pentagonal tiling.png
-File:Exotic pentagonal tiling.png
-File:Symmetry measure of Reuleaux triangle.svg
-File:Polyiamond 6-fold rotational symmetry.svg
-File:Pentagonal tiling with 7-fold rotational symmetry.png
-File:Diatomeas-Haeckel.jpg
-</gallery>
-Your teacher will demonstrate the following:
-# [[Learn Geogebra|How to insert an image in Geogebra]]
-# How to draw lines of symmetry to visually inspect symmetry?
-Part 2 - Exploring ideas with symmetry with rotating and reflecting objects, in 2D and 3D
-Your teacher will demonstrate the following to you in a Geogebra file:
-# Drawing a line and rotating it
-# Drawing a line segment and rotating it
-# Creating reflections of objects
-# Rotating polygons and creating new figures
-See [[Learn Geogebra|Geogebra handout]] for how to rotate objects.  Your teacher may also introduce 3D visualization using Geogebra.
-====Student activities====
-Part 1 - Locating and drawing lines of symmetry
-#You can insert the images discussed with your teacher and draw the lines of symmetry
-#In the previous activity on [[ICT student textbook/Drawing with Geogebra|Drawing with Geogebra]], you had made several geometric sketches.  Open those sketches and examine the axes of symmetry in those figures.
-Part 2 - Exploring symmetry with reflection and rotation
-# Draw polygon shapes and rotate and reflect the polygon along a line or along a point.   Explore what shapes you can produce.
-# Use the regular polygon tool and rotate around a point to see what shapes are produced.
-=== Portfolio ===
-# Your Geogebra sketches will be part of the portfolio.

"ICT student textbook/Exploring symmetry with Geogebra" ಆವೃತ್ತಿಗಳ ಮಧ್ಯದ ಬದಲಾವಣೆಗಳು

೧೯:೧೯, ೧೫ ಏಪ್ರಿಲ್ ೨೦೧೯ ದ ಇತ್ತೀಚಿನ ಆವೃತ್ತಿ

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