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1. Describe how to calculate standard deviation with example 5
2. Define and describe normal distribution and Bell curve. Include image and discuss outliers 4
3. Solution to Unit Question in own words
Description of experiments and unit progression 5
4. Utilized Vocab and notation 4
5. Reflection on learning. 0
Total 18/25

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Will the man escape in time?
This is from class notes.
- We collected data for experimenting for 12 periods/swings of pendulums of different lengths.
- Length is the only factor that affects the period of the pendulum.
- We put our data into desmos and found a model function for our data: f(x)=√x.
- We multiply the function by a valve to fit better (vertical) stretch.
- Our class function was F of X=14√x. This is the input (length). F(x) is the output (time).
- We want to find F(30)=14√30.
- Thus, our prisoner will live because the rat will chew threw the rope in 60 seconds and the pendulum will strike him in about 76.68 seconds.

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https://docs.google.com/a/students.lusd.net/document/d/1WcXEHcIDOimwf2gafRNJcG0XSOxh1PctRLRuz4VimJo/edit?usp=sharing

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A graph used to depict a normal distribution that consists of a bell-shaped line.

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A function that represents the distribution of many random variables as a symmetrical bell-shaped graph (Google definition).

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https://docs.google.com/a/students.lusd.net/document/d/1AoeChL8z9Ce-u0dXU1DyWxXMv307aqTTdDAyk-qqzaI/edit?usp=sharing

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https://docs.google.com/a/students.lusd.net/document/d/1SuUGKXlIQplGfD01qOx8SwKddXYwOMg4iNPEKuUPqNg/edit?usp=sharing