(2 sessions) In this task, you will have to use compound proportionality to find certain probabilities. The easiest way to figure this out is through the usage of tree diagrams. You have a summary in the link:
Your heroes have to undertake the missions described in the document that appears below.
In this task, you have to compute the probability of your superhero being successful on each of the missions.
Whenever it's stated that a certain situation is a test, our superhero will have a 10% chance of being successful for each point in the specified attribute.
(For instance, if a situation is a Charisma test and our superhero has an attribute of 8 charisma, he will have an 80% chance of being successful on said test, and therefore, a 20% of not being successful).
To be successful in a mission, a superhero has to be successful on ALL the tests that appear. Failing just one test means failing the mission.
You have to make the proper probability tree and then make the adecuate computations to find the probability of being successful on the whole mission. Every group member has to write the solution in his notebook.
In this task, you have to compute the probability of your superhero being successful on each of the missions.
Whenever it's stated that a certain situation is a test, our superhero will have a 10% chance of being successful for each point in the specified attribute.
(For instance, if a situation is a Charisma test and our superhero has an attribute of 8 charisma, he will have an 80% chance of being successful on said test, and therefore, a 20% of not being successful).
To be successful in a mission, a superhero has to be successful on ALL the tests that appear. Failing just one test means failing the mission.
You have to make the proper probability tree and then make the adecuate computations to find the probability of being successful on the whole mission. Every group member has to write the solution in his notebook.
For that mission with the lowest chance of success, your superhero has the option to take another superhero as an ally. This hero can be any of the superheroes among the class' superheroes (check for their attributes on the shared spreadsheet). When taking another superhero as an ally, it's enough with one of them being successful at that test. Find the new probability of succeding in the mission with the ally, also writing down the process in the notebook.
If you are done, you may proceed to the next (and last) task:
If you are done, you may proceed to the next (and last) task: