blem No.2: The fixed-price dinner at a restaurant provides the following ices: Appetizer: soup or salad Entree: baked chicken, broiled beef patty, baby beef liver, or roast beef Dessert: ice cream or cheese cake How many different meals can be ordered? Create a tree diagram.
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- Chris (they/them) is planning a meal for a party. The meal will include an appetizer, a main course, and dessert. They have three choices for an appetizer ( Artichoke, Bruschetta, or Caviar), two choices for a main course ( Drumsticks or eggplant) and three choices for dessert (Fritter, Gelato, or Hot chocolate). a. Create a tree diagram that depicts all possible options for Chris' meal. You may create your diagram on the computer, or draw it on paper using a ruler and dark pen and then insert a clear photograph or scan into your assignment submission. b. How many different meals are possible? c. How many different meals are possible if Chris cannot serve eggplant and fritter together? Explain your answer. d. How many different meals are possible if Chris must serve at least one of Artichoke, Eggplant and Hot chocolate? Explain your answer.How do I complete the Venn diagram?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.
- You are given a two dice with 4 sides each, with equal probability of landong on all sides. Dice one has values 1 - 4 and the second has values 5-8. The low-valued die (dice one) is rolled first. If you get a 1 or 2, then you roll the high-valued die (dice 2). If you get 3 or 4, you roll the low-valued die. X= value of the 1st roll Y = value of the 2nd roll Z = X + Y %3D Find H(X), H(Y), H(Z) Find H(Y|X) Find H(X,Y), H(XIҮ) Find I (X;Y)Packages arrive at the stockroom and are delivered on carts to offices and laboratories by student employees. The carts and packages are various sizes and shapes. The students are paid according to the carts used. There are 6 carts and the pay for their use is Product C1: $1 Product C2: $3 Product C3: $2 Product C4: $4 Product C5: $1 Product C6: $2 On a particular day, 9 packages arrive, and they can be delivered using the 6 carts as follows: C1 can be used for packages P1, P3, P4 and p7. C2 can be used for packages P2, P5, and P6, and p8. C3 can be used for packages P1, P2, P5, P6, and P7. C4 can be used for packages P3, P6, and P7 and 9. C5 can be used for packages P2, P4 and p8. C6 can be used for packages P1, P2 and P3 The stockroom manager wants the packages delivered at minimum cost. Using minimization techniques described in this unit, present a systematic procedure for finding the minimum cost solution. Use Petrik MethodPreviously, De Anza's statistics students estimated that the amount of change daytime statistics students carry is exponentially distributed with a mean of $0.88. Suppose that we randomly pick 25 daytime statistics students. Find the probability that an individual had between $0.80 and $1.00. Graph the situation, and shade in the area to be determined.
- A large bakery has many different products for sale. Suppose that 200 come in between 6am and 10am. Of the 200 customers 140 order donuts, 100 order cinnamon rolls, and 80 order both. Make a Venn Diagram to model the situation.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. IIUse the following information to answer the next question Mary is ordering a "Supreme" ice cream cone from an ice cream shop. She must choose 1 type of cone, 2 different toppings, 3 different flavours of ice cream and 1 type of syrup from the chart below. Ice Cream Cone Toppings Syrup Flavours Vanilla Sprinkles Peanuts Chocolate Waffle Strawberry Cookie Dough Toffee Chips Chocolate Chips Cookie Crumbs Chocolate Chocolate Regular Sugar Raspberry Butterscotch Mint Coffee Coconut Walnuts Maple Pistachio 6. If Mary has already decided on Sprinkles and Chocolate ice cream, the number of different "Supreme" ice cream cones that she could order is 03 024 O 14 112 O1512 O 672
- 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 AlanFor a survey of 120 law school students, it was found that: 60 took probate law, 90 took criminal law, and 32 took criminal law but not probate law. How many of the students took exactly one of these courses? Find the solution using a Venn diagram.
