Solve the Logic PuzzleBrianna, Ryan, Tyler and Ashley were recently elected as the new class officers (President, Vice –President, Secretary, Treasurer) in their class.From the following clues determine which position each holds. Ashley is younger than the president, but older than the treasurer. Brianna and the secretary are both of the same age and they are the youngest member of the group. Tyler and the secretary are next door neighbor

. Ashley is younger than the president, but older than the treasurer. Brianna and the secretary are both of the same age and they are the youngest member of the group. Tyler and the secretary are next door neighbor

. Ashley is younger than the president, but older than the treasurer. Brianna and the secretary are both of the same age and they are the youngest member of the group. Tyler and the secretary are next door neighbor

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

Solve the problem by deduction. Three chess players, Garry , Anatoly and Vishy competed for fun. Two of them won and one lost. Determine who won and lost by using the following clues:a. Anatoly won his match, if Garry lost his match.b. If Garry won his match, then Vishy lost his match.c. Anatoly lost his match, if Vishy won his match.
Bruce has 5 different jackets, 3 pairs of jeans, and 8 pairs of shoes. In how many ways can he choose a jacket, a pair of jeans, and a pair of shoes to wear to tonight’s party?
Sonic’s Drive-In Burgers had a Classic Car Cruise one night. They played oldies music, the servers wore roller skates, and there were 152 classic cars on display. Josie, the restaurant owner, played a game with the car owners. First everyone was told to turn their headlights on. Then Josie counted every other car (the 2nd, 4th, 6th, and so on), and told them to turn their headlights off. After that Josie counted every 3rd car (3rd, 6th, 9th, and so on). Those car owners were told to turn their headlights on If they were off, and turn their headlights off if they were on. She continued in this way, counting by every number (by 4’s, then by 5’s, then by 6’s, etc.) until she had finished counting by 152’s (which didn’t take long, since that’s how many cars there were.) As she counted, every car she pointed to reversed their lights from off to on or vice versa. When she was done, which cars still had their lights on?
Matrices
C. d. Shakira is older than Reynaldo. 3. Match Students with their Major. Michael, Clarissa, Reggie, and Ellen are attending Florida State University (FSU). One student is a computer science major, one is a chemistry major, one is a business major and one is a biology major. From the following clues, determine which major each student is pursuing. a. Michael and the computer science major are next door neighbors. b. Clarissa and the chemistry major have attended FSU for 2 years. Reggie has attended FSU for 3 years, and the biology major has attended FSU for 4 years. c. Ellen has attended FSU for fewer years than Michael. d. The business major has attended FSU for 2 years. all (r Y) E AX B, (x, y)ER
A ballroom dance couple has learned 11 different routines and needs to pick 6 of them to prepare for an upcoming local competition. How many different ways could they choose which dances to prepare?
The kindergartners and first and second graders were talking about their favorite field trips during the school year. One of the teachers, Ms. Brewer, turned the discussion into a math lesson, and the students conducted a survey. Each child wrote down on paper which trip was his or her favorite. (Note that many children named more than one field trip as their favorite.) The survey revealed that 55 wrote down the trip to the river, 48 indicated the trip to the police station, and 38 included the trip to the hardware store. The police station and the river were chosen on 32 papers, 26 papers included both the river and the hardware store, and 22 children wrote down the police station and the hardware store on their papers. Ms. Burke counted 17 papers that included all three and one that did not list any of the three trips. How many children were surveyed? How many children wrote down the river but not the police station? How many children did not list the hardware store?
A shoe company wants to test an updated model of a running shoe on its wear after one month of running. Which of the following describes a matched pairs design? They recruit 50 people who run on a regular basis to participate in their study. They will have the runners wear the shoes when they run for two months. After two O The subjects are numbered 1-50, and these numbers are put into a random number generator. The first 25 random numbers, ignoring repeats, represent the subjects assigned to the new model group. The remaining 25 subjects will wear the original model. months, the wear on the shoes will be determined using the depth of the tread and flexibility of the toe box. The wear between the new model and the original model will then be compared. The subjects' names are written on equal-sized slips of paper and placed into a hat. A researcher then reaches in and pulls out 25 slips of paper. These subjects are assigned to the new model group. The remaining 25 subjects will be…
Bruce, Clark and Diana found a box of old baseball cards in the attic. They sold 131 cards to a collector and then split the remaining cards equally among themselves. Then, Bruce gave 1/4 cards to Evan. If Evan was given 5 cards, how many cards were in the box when it was found? (Hint: work backwards)
Professor Hermann gives his class 12 potential test questions, he will then put 5 of the 12 questions on the real test. In how many ways can Professor Hermann make up the test?
Five students (one is named Fer) and their best friends (one of whom is named Stan) all live in an apartment. Each student sends their best friend on an errand (one to get milk), on a specific day of the week (Mon-Fri). From the clues below can you determine who is the best friend of Carol, which task was assigned to her befriend, on which day? * CLUES: a. No best friends' names begin with the same frst letter. b. Anna is not the best friend of either Stan, or Tala, and she did not assign her Best friend the chore of mending fences. C. Monique's best triend is Adriana, who gets the eggs on Thursdays. d. Carol's best friend is eilther Maxine or Dette and sends her best friend to Market before Noele's best friend is assigned her chore. e. Fer's best friend chore is performed on Monday. her best friend is not the one who buys the mik. 1. Delle's chore is performed earlier in the week than at least 3 others, whie Stan mends the fences later in the week than 2 others. 9. No one is assigned…