1.Read and analyze the following problems. Write your solution on a sheet of paper.The coach of the winning basketball team chooses 3 of the 15 members to be interviewedby a sports reporter. In how many ways can the members to be interviewed be chosen?A poker hand consists of 5 cards chosen at random from a standard deck of cards. Howmany poker hands containing all face cards are possible?2.3.Suppose 7 female and 6 male applicants have been successfully screened for 5 positions.In how many ways can the following compositions be selected?a. 5 people regardless of genderb. 3 females and 2 malesC.at least 3 femalesd.4 females and 1 malee. 5 females4. In a game of poker, a full house is a combination of 5 cards chosen from a standard deckof cards with three of a kind and two of a kind. How many full houses are possible?

According to guidelines we solve only first question when given questions are different.

Answered: 1. Read and analyze the following…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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2. A student is to answer 10 out of 13 questions. Find the number of choices where the student must answer: (a) the first three questions. (b) first or second question but not both. (c) exactly 2 out of first 5 questions. (d) at least 4 out of the first 6 questions.
Dr. Lawrence has minimized his wardrobe during the fall of 2020, since there's no reason to dress up fancy these days. He has three pairs of jeans, five sweatshirts, and four hats that he puts to regular use. If he were to select his outfit for the day at random, how many different jean-sweatshirt-hat combinations are there? 6.
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2. Please answer all three parts of this question. 1. You are designing a 2x3 factorial design and need 20 participants in each of 6 conditions. How many participants in total would be needed for a 2x3 independent groups (between-subjects) design? How many participants in total would be needed for a 2x3 repeated-measure groups (within-subjects) design? How many participants in total would be needed for a 2x3 mixed factorial design?
Q6 How many different ways are there to select a group of 4 out of 6 people for a cyber-sport team with 4 distinct roles?
Find the Combination 11. From a standard deck of 52 cards, how many six-hand cards possible if there are at least three aces and three other cards? 2. Thirteen students apply for three scholarship slots. In how many ways can the scholarship be awarded?
4. Consider a lottery ticket with 60 numbers. To buy a ticket, you need to choose 5 of these numbers. Each lottery ticket costs $1. How big must the prize be to justify buying all possible tickets?
Explain your answer
Toward the end of a game of Scrabble you hold the letters D,O,G and Q. You can choose three of these four letters and arrange them in order in how many different ways?
We survey 200 students, and ask each whether they like donuts, pizza, and/or tacos. Every student liked at least one of them. - 100 students liked donuts - 80 students liked pizza - 100 students liked tacos - 10 students liked all three options How many students liked exactly two of the options? Type your answer.
PROBLEM SOLVING 1. You have 5 dogs that are all unique. You want to pick two, to be given to your younger cousin for her birthday. How many different combinations of dogs you can make from 5 dogs? 2. The class of Ms. Jina is composed of 10 males and 5 females. In how many ways can he fill the positions of president, vice president, secretary, treasurer, auditor, and business manager? 3. There are 10 defective light bulbs in a bin containing 25 light bulbs. In how many ways can you select at least 5 defective light bulbs when you choose 10 light bulbs at random?
Mickey and Minnie are playing a game. They spin a spinner that has 11 equally sized pieces, 3 red, 2 blue, 1 green and 5 yellow. If the spinner lands on yellow, Minnie wins $7. If it lands on blue, Minnie wins $ 4. If it lands on any other section, Minnie loses money. In order for the game to be fair, Minnie must lose $ Blank 1. Calculate the answer by read surrounding text. if

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