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Egyptian Graph Dancing: Anubis' Timed Moves Tutorial

Join Anubis in an exciting world of Egyptian Graph Dancing! Learn to make timings work with y = x^3 and more. Follow the dance steps like "Right arm higher, left arm lower" and challenge yourself with equations like y = e^x and log(x). Get ready to think fast and dance with precision in this graph-inspired adventure!

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Egyptian Graph Dancing: Anubis' Timed Moves Tutorial

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Presentation Transcript

  1. Graph Dancing Start! Box to make timings work!

  2. He will guide you through the exciting world of Egyptian Graph Dancing! This is Anubis.

  3. How do we do…? y = x 3

  4. So, let’s put it all together! So what would this be? Can we do this one? And finally… y = 2x 3 y = ¼ x 3 y = x 3 “Right arm higher, left arm lower…” “Right arm up, left arm down…” “Both arms flatter…” How would you do this one? What about this? y = (x + 1)3 y = (x - 1)3 y = -x3

  5. Are you ready? Let’s go! y = x 3 y = 2x 3 y = ½ x 3 y = 5x 3 Keeping up so far? Think fast! y = x3 y = (x + 1)3 y = (x + 2)3 y = (x + 5)3 y = x 3 y = (x – 1)3 y = (x – 5)3 y = (x + 5)3 y = -x 3 y = 10x 3 y = -(x + 1)3 And stop! Still alive? I’m impressed… Here comes the final challenge! Use your brains… y = |x3| Did you get it? Well done!

  6. How do we do…? y = e x

  7. y = e x “Right arm up high, left arm to the side…”

  8. Are you ready? No? I’m not going to tell you everything! Just think carefully… Don’t worry, it starts easy! y = e x y = 5e x y = -e x y = e x + 5 y = e x - 5 y = 5 - e x Good job! Now it gets a bit trickier! y = e x + e x y = e -x y = -e -x y = e |x| y = e x e x y = e 3x e -5x And you’re done!

  9. How do we do…? y = log x

  10. y = log x “Right arm goes flat, left arm points down…”

  11. I hope you remember your log rules… …because you’re going to need them! But I suppose we should start easy. y = log x y = 5log x y = ½ log x Now the gloves come off! y = log (x2) y = log (1/x)

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