ADDITIONAL ACTIVITY(PERFORMANCE TASK) Activity 5. Analyze the given situation and answer the given question. Situation: Mark Gideon has four different favorite types of Milk Tea. He loves Winter, Melon, Mocha, and Butter Milk. He also loves two different flavors of ice cream scoop to be added, chocolate and vanilla. If Mark Gideon is given three sizes (small, medium, large) to choose, and together with the given flavors and ice cream scoop choices, how many different Milk Tea can he create? Tasks: To solve this problem, you are going to present a tree diagram then write the sample space S and the total number of possible outcomes n(S). Tree Diagram Sample Space Total number of outcomes, n(S)=

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter3: Linear And Nonlinear Functions
Section3.7: Piecewise And Step Functions
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ADDITIONAL ACTIVITY(PERFORMANCE TASK)
Activity 5.
Analyze the given situation and answer the given question.
Situation:
Mark Gideon has four different favorite types of Milk Tea. He loves Winter, Melon, Mocha,
and Butter Milk. He also loves two different flavors of ice cream scoop to be added, chocolate and
vanilla. If Mark Gideon is given three sizes (small, medium, large) to choose, and together
with thè given flavors and ice cream scoop choices, how many different Milk Tea can he create?
Tasks: To solve this problem, you are going to present a tree diagram then write the sample space S
and the total number of possible outcomes n(S).
Tree Diagram
Sample Space
Total number of outcomes, n(S)=
Transcribed Image Text:ADDITIONAL ACTIVITY(PERFORMANCE TASK) Activity 5. Analyze the given situation and answer the given question. Situation: Mark Gideon has four different favorite types of Milk Tea. He loves Winter, Melon, Mocha, and Butter Milk. He also loves two different flavors of ice cream scoop to be added, chocolate and vanilla. If Mark Gideon is given three sizes (small, medium, large) to choose, and together with thè given flavors and ice cream scoop choices, how many different Milk Tea can he create? Tasks: To solve this problem, you are going to present a tree diagram then write the sample space S and the total number of possible outcomes n(S). Tree Diagram Sample Space Total number of outcomes, n(S)=
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