At a restaurant, Frank has a choice of 2 appetizers, 3 mains and 2 desserts. a) Create a Tree Diagram showing the number of combinations of appetizers, mains and desserts, assuming that Frank chooses one of each (Note: using A1, A2, M1, M2, M3, and D1, D2 is sufficient for short forms). b) In how many ways can Frank choose his lunch if he has one of each appetizer, main, and dessert?

At a restaurant, Frank has a choice of 2 appetizers, 3 mains and 2 desserts. a) Create a Tree Diagram showing the number of combinations of appetizers, mains and desserts, assuming that Frank chooses one of each (Note: using A1, A2, M1, M2, M3, and D1, D2 is sufficient for short forms). b) In how many ways can Frank choose his lunch if he has one of each appetizer, main, and dessert?

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

6. This tree diagram shows the tossing of an unfair coin followed by drawing one bead from a cup containing three red (R), four yellow (Y) and five blue (B) beads. For the coin, P(H) = 2/3 and P(T) = 1/3 where H is heads and T is tails. Use the tree diagram to answer the following questions. 3 R 12 4 12 2 5 12 3 12 12 Y B 12 a. Find P(tossing a Head on the coin AND a Red bead) b. Find P(drawing a blue bead after tossing the coin) N/3 H/3
Thank you for your feedback on part b. Per your instruction, re-posting question part a. I need help visualizing a tree diagram for this problem. Thank you in advance. Question: A family wants to adopt pets from the local animal rescue. They have prepared a final list of five, all of whom are healthy. Of the five animals, one is a cat and four are dogs. The family decides to select two animals randomly from these five possibilities. a.) Draw a tree diagram to show all possible outcomes of this selection process. Label the probability associated with each stage of the selection on the appropriate branch. Make a table with the outcomes and the probability of each outcome.
What percentage of the figure is shaded?
The first three figures in a growing pattern of tiles are shown above. The pattern of tiles contains 50 figures. A). Describe the 20th figure in this pattern, including the total number of tiles it containsand how they are arranged. Then explain the reasoning that you used to determinethis information. B) Write a description that could be used to define any figure in the pattern.
A survey of 500 people were asked this same question and the results were recorded in a tree diagram in terms of percentages where M = male, F = female, E = eats breakfast, D = doesn't eat breakfast 58% 62% M. 42%= 40% %3D 38% F 60% a. How many males are in the sample? 310 b. How many females are in the sample? 190 c. How many males in the sample eat breakfast? d. How many females in the sample do not eat breakfast? e. What is the probability of selecting a female who doesn't eat breakfast? Round your answer to two decimal places. II
Just need an answer to these 2 short questions, please.
Solve the problem. Use a tree to show the parent-child relationships in the following family. Ira has three children: Aaron, Jonathan, and Ellen. Aaron has one child: Thomas. Jonathan has one child: Birgit. Ellen has two children: Alex and Alan. Ire Ellen Jonathan Aaren Thomas Blrgh Alex Alan Jenathan Aaron Ellen Themas Birgk Alex Aan Ira Jenadhan Aaren Ellen Thamas Birgit AleH Alen Ire Asron Janathan D Ellon Thomes Birgh Alex Alan
3. For a, b, and e below, identify which situation, A or B, is a combination. (4 Situation B Ranking your three favourite desserts. Selecting a 4-person executive team. Situation A a) Picking three desserts from a menu. b) Selecting a president, vice president, treasurer, and secretary. c) prace. Giving five different prizes to five different people, chosen from 10 people. people, chosen from 10 people. Giving the same five prizes to five diff 目

7. Line up At the beginning of class, Charise's teacher makes a special offer. She will dismiss the class early if they can make all possible arrangements with the 15 students in the class in a single-file line. How many such arrangements are there? Should the class take the offer? Explain.