1. What method is done by consisting of line segments that connects all the possible combinations of the outcome of an experiment?

2. What principle states that we can find the total number of ways different events can occur by multiplying the number of ways each event can happen?

3. What method is done where the corresponding rows and columns represent the possible outcomes in each event?

4. What method is done by listing down the possible outcomes in an organized or systematic way?

5. How many possible outcomes are there if you have 3 shirts and 5 pairs of pants?

6. How many possible outcomes are there if there are 5 flavors of ice cream and there are 2 different cones?

7. Suppose you are buying a new bicycle. There are 4 colors available, 2 types of bicycle to choose from: MTB and a road bike. The models offered to you are from Trek, Merida, and Foxter. How many possible outcomes are there?

8. Rose can take any of the two routes from school to the park, and can then take three routes from park to her home. How many possible ways can Rose walk home from school?

9. Judy goes to a local pizza store and order a pizza. She can choose either a small or a large size pizza, can choose one of five different toppings, and can have two different choices of crust. How many pizzas would Judy order?

10. Chito must choose a 4-digit pin code for his ATM card. He can choose any digit from 0 to 9. How many possible pin codes can Chito choose?