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The Algebraic Vault

Nicole Moran

Created on February 25, 2025

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Transcript

The Algebraic Vault

The year is 2145. A renowned mathematician, Dr. Evelyn Arcadia, has hidden a formula capable of solving the world’s energy crisis. She locked it away in a high-security vault, accessible only through a series of complex rational equations. Your team of elite problem-solvers has been chosen to crack the code. Time is ticking—if you don’t escape in time, the vault will seal forever!

Begin

"The Locked Box"
I should explore to find clues.

What is the solution(s) to the equation?

How can numbers be words?

Yes! I know the code!

**

***

****

**

***

****

unlock

error!

"The Hidden Map"
Inside the lock box was an old map...but parts are missing.
Maybe this can help fill in the missing parts.

What is the positive solution to the equation?

How can numbers be words?

"The Secret Passage"
The map leads you to an underground passage with a coded door.

How many solutions does the equation have?

♾️

"The Final Barrier"
The tunnel lead you to a high-tech vault door.

How many solutions does the equation have?

four letter word that means nothing

"The Escape Code"
The Algebraic Vault opens revealing a final question. The answer will give you the final code to escape.

The number of solutions is the ________ as the number of intersections

Reflect on the graphs you saw