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Today you are exploring two different ways to create a net for a prism.

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by Savvas Realize

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Let's review basic measurements.

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Follow the slides.
*Is this figure a cube?
*How do you explain that this figure is or is not a cube?
*How would you find the area of the faces?
*Can you find the surface area of the total figure?

Share your models on the screen.

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If the video doesn't work, try
the slides.

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Microsoft​ Edge - GeoGebra Classic and 1 more page - Work - Microsoft​ Edge

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After slides.

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If the video doesn't work, try the next link.
Do you have any question?

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Microsoft​ Edge - GeoGebra Classic - Work - Microsoft​ Edge

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In 2024, you will create a net between two functions and revolving around the xAxis

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In 2024, you will create a net between two functions and revolving around the xAxis

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1. Graph y = x
2. Graph y = x^2
3. Find the area between the two functions using integrals
integralbetween ( function 1, function 2, start point, endpoint)
4. Zoom the figure and create a polygon inside of the area.
5. Rotate by using
rotate (poly1, n, xAxis)
6. Create the surface by typing
surface( poly, n, xAxis)

7. Upload your picture of your net into your assignment in Google Classroom.

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Free online apps bundle from GeoGebra: get graphing, geometry, algebra, 3D, statistics, probability, all in one tool!

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Finding the surface area of different nets.

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1. I found this awesome website for our Geometry students future Calculus students
https://www.youtube.com/playlist?list=PLZHQObOWTQDMsr9K-rj53DwVRMYO3t5Yr

2. Connection with more nets
https://www.geogebra.org/m/avkgxbea#material/sdFGxeYM

3. Paginas en Espanol
https://access.openupresources.org/curricula/our6-8math/es/grade-6/unit-1/lesson-13/index.html

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A free course offering the core concept of Calculus, with a visuals-first approach aimed at making you feel like you could have discovered the subject yourself.

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NET AND MORE NETS JUST FOR FUN.

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Tetris® is the addictive puzzle game that started it all, embracing our universal desire to create order out of chaos. The Tetris game was created by Alexey Pajitnov in 1984-the product of Alexey's computer programming experience and his love of puzzles. In the decades to follow, Tetris became one of the most successful and recognizable video games, appearing on nearly every gaming platform available. This page is the official destination for free online single-player Tetris. Click PLAY to start playing one of the world's most popular puzzle games now!
OBJECTIVE
The goal of Tetris is to score as many points as possible by clearing horizontal lines of Blocks. The player must rotate, move, and drop the falling Tetriminos inside the Matrix (playing field). Lines are cleared when they are filled with Blocks and have no empty spaces.

As lines are cleared, the level increases and Tetriminos fall faster, making the game progressively more challenging. If the Blocks land above the top of the playing field, the game is over.
CONTROL OPTIONS & SCORES GENERAL GAMEPLAY INFO
GOAL - Put your organizational skills and endurance to the test by clearing as many lines as possible.

CLEAR LINES - Maneuver the falling Tetriminos to fit them together within the Matrix. To clear a line, fill every square within a single row.

SCORE POINTS - Earn points by clearing lines. Clear multiple lines at once to increase your scoring opportunities.

GHOST PIECE - Use the Ghost Piece to determine the best fit for the falling Tetrimino. This helpful guide appears directly below the falling Tetrimino and displays possible placements.

NEXT QUEUE - Preview the upcoming Tetrimino in the Next Queue to plan ahead and increase your scoring opportunities.

HOLD QUEUE - Store a falling Tetrimino in the Hold Queue for later use.

GAME OVER - Stack the Tetriminos too high and the game is over!

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Play Tetris for free. Browser-based online Tetris game. No download required.

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Slide 1,2,3,4,5,6,7 - By L. HDZ
Slide 5 - Original idea by Tim Brzezinski https://www.geogebra.org/m/depfgppe

Slide 8- Website created by Nikolina.Petrova
Slide 9 - 3Blue1Brown, by Grant Sanderson, is some combination of math and entertainment, depending on your disposition. The goal is for explanations to be driven by animations and for difficult problems to be made simple with changes in perspective.
https://www.3blue1brown.com

Slide 10 - Tetris link

Picture from
Connection with more nets
https://www.geogebra.org/m/avkgxbea#material/sdFGxeYM