Skip to main content

Experimental vs Theoretical Probability Intro

Our district has a subscription to MathBits where I find so many good ideas! I love this activity as an introduction to probability! I have 4 different stations - coin toss, spinner, die roll, and chips in a bag. To create smaller groups, I made 3 of the same 4 stations. I bought these huge magnetic spinners by mistake, but they work perfectly for this lesson. Right now, I just draw the spinner on the white board. Next year, I am going to get some posters made so that the sections are equally likely. For the chips, I found some old poker chips and used a sharpie to write A - E. The coin and die are self explanatory. :) 

The students must find the experimental probability at each station with only 15-20 trials. The students start at one station and move around the room to each station. Once back to their original group, the students must use the Probability Simulator on the calculator to find the experimental probability with more trials for each station. Finally, the students must calculate the theoretical probability. 

I have the students compare their experimental smaller trials to the calculator simulation. Then students must compare both to the theoretical probability. I love when students write about their thought process! All of the students saw the connection and described why the experimental was possibly different. 

This is just one of the great resources that I have used from MathBits, so if you have the chance to purchase, I would definitely recommend! 

~RJ 



Comments

Popular posts from this blog

AP Calculus Hunger Games Review

I created this a couple of years ago when Hunger Games was really popular. However, I thought that I would share with all of you in case you wanted to use or revamp to something newer.  I created 12 groups for the 12 districts. They decided what their name would be as a district. They had tasks each day to accomplish. The tasks were just multiple choice questions centered around the major topics of Calculus AB. This took a lot longer than I thought - about 4 days. I was forced to give them more than 15 minutes for each task (which did not make me happy since the AP exam is timed - Oh well.) I had the time, and it worked out.  You can decide how you want to the points to work, I gave them 2 points for each correct answer. It was very easy to grade as this is the student worksheet. They placed the letter of the answer in each spot.  I made them show all work on another student sheet so that I could see what we needed to review.  Each day, I would post the new rankin

Exponential Growth & Decay Scavenger Hunt

Scavenger Hunts are always fun (and easy to grade). This particular one is all about applications of exponential growth & decay. My students seem to understand this topic really well, but I still wanted to provide more practice.  When I did this hunt originally, I created the cards with the answer on the front and the question on the back. Once I figured out how to copy and make it work, it was great because I could use the cards over and over again. However, they started looking old, and I lost some of the cards. So t his year, I placed the answer and question on the front. It made it so much easier to copy!  If you would like to try this in your class, here is a copy ! I included the solutions as well.  UPDATE: I created this activity and transformed into a remote version.  Remote Version: SE Scavenger Hunt               TE Scavenger Hunt ~RJ

Adding & Subtracting Rational Expressions Drag & Drop

Because Math 3 now has drag & drop on the final exam, students need the practice. So, I created one using Google Slides. It went over really well!  While this only took the students about 40-45 minutes to complete, it took me about 2 days to create this activity. Oh well, at least it is cute! :) I used Google Drawings to create the scene and took a screenshot of the drawing to post as the background in Google Slides. This worked so that students could only move the answers.  I created this for an Honors class and one of the problems (#5 - the one pictured) really stumped the kiddos. I loved it! They kept thinking that x - 1 was not part of the common denominator...they didn't realize that they needed to simplify after subtracting. It really made them think!   When they were finished, they shared it with me! I really think that this helped the kids get more practice on drag & drop while working on adding and subtracting rational expressions!  Here is the ac