Situating Tool

                                      Situating Tool

The computer as a teaching tool


Today we learned about the Situating Tool. A situating tool is an application or system that immerses users in their surroundings and allows them to interact with the context. VR, simulation, 3D computer-generated graphics, and an immersive learning environment are some examples of situating tools. We use situating tools in the classroom because they situate the users in the environment, help to grasp and manipulate variables, and encourage creativity and visualization.
 Situating tools provide useful concepts and ways for comprehending and dealing with complicated circumstances. By embracing context, multidisciplinary cooperation, critical awareness, practical application, continual learning, and ethical concerns, we may improve our ability to navigate and manage the difficulties we face in our personal, professional, and social lives.




Thus, we examined some of the situating tools in this session, such as Google Earth, which allows us to explore the target region. Google Earth, a virtual globe, map, and geographic information tool, was created by Keyhole, Inc. and acquired by Google in 2004 under the name Earth Viewer 30.1. I walked around our neighborhood and visited my village. It offers us a true sensation of having been there. All things considered, Google Earth provides an excellent approach to exploring and displaying geographical data.

This leads to a better understanding of the many landscapes and civilizations throughout the world.


Aside from that, we studied simulation games. A simulation game is a video game that duplicates real-world systems or actions in a virtual environment. I must confess that it is entertaining and helps with focus.

Finally, we explored GeoGebra, where we created an equilateral triangle. GeoGebra is a dynamic mathematics software that integrates geometry, algebra, calculus, and other math subjects.

Concept of Equilateral Triangle

An equilateral triangle is a special sort of triangle defined by three equal site lengths and three equal interior angles, all of which measure 60 degrees

The process involves constructing an equilateral triangle.

<1. Visit https://www.geogebra.org/.

2. Login using your gmail.com

3. They click on the calculator's menu and choose the visual calculator option.

https://www.geogebra.org/graphing

4. Using the New Point tool, draw two points (A and B).

5. Draw the line segment AB using the segment between points A and B.

6. From point A, create a cycle using the Circle with a Centre via a pointed tool.

7. Draw a cycle from point B using the Circle with Centre tool.

8. Determine one intersection C between the two circles using intersecting two items.

9. Click on the Move icon, then choose the circle A, then ' display and hide item', and finally show and hide the label.


10. Click on the Move icon, then pick circle B, followed by ' display and hide item', and finally show and hide the label.

11. You now have an exact equilateral triangle. Click the save icon to save the image.

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