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What a nice day in Gotham city, I want to ride the ferris wheel
Wait who is that
the algebraic adversary???
Hello Batman, where you're standing, on the third cycle at the ferris wheels top speed, there is a bomb set to go off
Also if the ride stops, it blows up! bye bye
Oh shoot! Let me calculate the AROC of the ferris wheel to see if it is a safe speed for people to jump off
The average rate of change is -2/3 meters per second, this is slow enough for people to jump when the ferris wheel reaches the bottom
Now that all those people have jumped off, let me calculate at which point it will blow up at
The fastest speed will be at the steepest point. At the steepest point the instantaneous rate of change is approximately -1.047 meters per second
Now that I know where and how fast it is going to be when it blows up I can use my gadgets to stop it
Image Attributions: (https://pixabay.com/en/cruella-de-ville-cruella-de-ville-2267126/) - inspiredbythemuse - License: Free for Commercial Use / No Attribution Required (https://creativecommons.org/publicdomain/zero/1.0)
Vaizdo Rekvizitais
https://pixabay.com/en/cruella-de-ville-cruella-de-ville-2267126/
- inspiredbythemuse - (Licencija Free for Commercial Use / No Attribution Required (https://creativecommons.org/publicdomain/zero/1.0) )