For the weighted voting system [24: 21, 21, 5], which of the following is a true statement? Group of answer choices The system has a dictator. The system has a player with veto power. The system has a dummy. None of the above statements is true

For the weighted voting system [24: 21, 21, 5], which of the following is a true statement? Group of answer choices The system has a dictator. The system has a player with veto power. The system has a dummy. None of the above statements is true

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

This is one question, but I couldn't fit it all in one photo so I attached two photos.
Nine IU South Bend students are going on a trip to Indianapolis for a Clots game. Go Colts! (a) They will seat in a row. In how many ways can they seat if Josh, Mark and Mary will sit together? (b) They will travel with three cars that hold 2, 4, and 5 people, respectively. All of them can drive. Find the number of possible ways to allocate 9 people to 3 cars that each car has at least one person (each car has to have a driver) (i) if the allocations are to the cars only (disregard the seats in the car). (ii) if the allocations are to the seats.
Electing Offices for a Club: The following members are being voted into office: N = {Alan, Bill, Cathy, David, Evelyn} Assuming they are all eligible to be elected and can only hold one office, list and count the different ways the club could elect each group of officers. Assume Alan, Bill and David are male and Cathy and Evelyn are female. 1) A president and a treasurer 2) A president and a treasurer if the president must be a female 3) A president and a treasurer if the two officers must not be the same sex 4) A president, a secretary, and a treasurer, if the president and treasurer must be women 5) A president, a secretary, and a treasurer if the president must be a man and the other two must be women
A. Multiple-Choice Tests Professor Easy's final examination has 13 true-false questions followed by 2 multiple-choice questions. In each of the multiple-choice questions, you must select the correct answer from a list of six. How many answer sheets are possible? ____ = choices B. Marbles A bag contains three red marbles, four green ones, one lavender one, three yellows, and three orange marbles. How many sets of four marbles include all the red ones? ___ = sets ANSWER BOTH A and B
Question b) how many first place votes are needed for a majority?
The College of Engineering (CEA) School Body (SB) is looking for a new President and secretary for the incoming school year. 50 candidates applied for the position. How many different choices of the officers are possible if a. There are no restrictions b. Student A will serve only if he is chosen as president. c. Student B and C will serve together or not at all d. Student D and E will not serve together
I don't understand this. Please Helppppp!!!!
1. In how many ways can Vea, Lyka, Renz, and Cliff be seared in a row of four chairs if: a. They can occupy any place they wish? b. Lyka and Vea insist of sitting together? c. If Lyka, Cliff and Renz insist of sitting together? 2. In scrabble game, Helen has the following letters: A,S,B,E,B,G,F. a. How many different 7-letter words, meaningful and meaningless, can she make? b. How many 3-letter words can she make? 3. In how many ways can a volleyball coach select his starting six players from a roster of 15 players?
Player pays a fee, then reaches into a large jar and picks out a ball. The jar contains one ball for each letter of the alphabet. If the players picks out a ball with a vowel on it, the player wins 500 dollars. If the player picks out a ball with a consonant on it, the player wins nothing. What fee should be charged to play this game in order for it to be considered a fair game?
In a standard deck of 52 cardsLetter Cards: AcesNumbered Cards: 2, 3, 4, 5, 6, 7, 8, 9, 10Face Cards: Jack, Queen, KingThere are four suits for each card: hearts, diamonds, spades, clubsA game consists of randomly selecting one card from a standard deck of cards. If the result is a numbered card, you lose 5 points. If the result is a face card, you receive 20 points. Determine the remaining condition for this game to be fair.
15) Use the situation below to answer the question that follows. Team Jet has 7 members who won a school competition. Of these 7, 4 members are randomly picked to receive prizes for winning. The 1st member selected wins a $50 gift card; the 2nd person selected wins a $25 gift card; the 3rd person selected wins a $10 gift card; the 4th person selected wins a $5 gift card. The names of Team Jet's members are represented by the first letter of their first names, as displayed in the following table: Name Frank Gina Harriet Inez Jakob Keven Liu Letter F G H I J K L In the box below, complete the remaining three rows of the list that models how to calculate the number of possible ways 4 team members can be selected to win the prizes. 1) FGHIJKL Let Lui win the 1st prize, so select L. 2) 3) 4)
In a UC student club, a president and treasurer are to be chosen consisting of 45 people. a. How many different choices of officers are possible if there are no restrictions? b. How many different choices of officers are possible if A will serve only if he is president? c. How many different choices of officers are possible if B and C will serve together or not at all. d. How many different choices of officers are possible if D and E will not serve together?