Short Answer Questions - Remember to SHOW YOUR WORKI10. Darnell decides to roll two 15-sided numbered polyhedrons.(a) How many total outcomes are there?(b) How many ways can Darnell get a sum of 12?

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Answered: 10. Darnell decides to roll two…

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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You break your piggy-bank to discover lots of pennies and nickels. You start arranging these in rows of 6 coins. a. You find yourself making rows containing an equal number of pennies and nickels. For fun, you decide to lay out every possible such row. How many coins will you need? b. How many coins would you need to make all possible rows of 6 coins (not necessarily with equal number of pennies and nickels)?
Maa
3.) The sum of the ages of Roy, Boyet and Bong is 12. Boyet is 3 years younger than Roy and Roy is 6 years older than Bong. How old is Boyet?
6. Use the diagram of the ice cream cone to answer the question(s). IceScream is a manufacturer of premade ice cream cones and is looking for a new design to set itself apart from the competition. IceScream's creative director has o proposed a waffle cone 16 cm high and 8 cm in diameter with a sphere of ice cream that has the same diameter set in the cone. The company president asks two questions about the design and you as the junior engineer need to answer them: If all the ice cream melted, is the waffle cone large enough to hold all the liquid?
Catalina participates in a game that consists of spinning a roulette with 6 segments of the same size numbered from 1 to 6. The roulette randomly stops at a numbered segment.This is the game: Catalina spins the wheel only once. She wins $ 1 if the wheel stops at number 1, $ 3 if the wheel stops at number 2, $ 5 if the wheel stops at number 3, and $ 7 if the wheel stops at number 4. She loses $ 1.25 if roulette stops at 5 or 6. (a) Calculate the expected value of participating in the game.____ pesos b) What can Catalina expect in the long run after playing several times?1) Catalina can expect to earn money.She can expect to earn ___ pesos per spin of the roulette wheel. 2) Catalina can expect to lose money.She can expect to lose ___ pesos per spin of the roulette wheel. 3) Catalina can expect to draw (she neither wins nor loses money)
Directions: Create two (2) problems illustrating a permutation situation. Be creative in your problem by citing some of your personal interests. Determine the number of outcomes in your created permutation problem.
10. Doug's job pays $8.80 per hour and Joanne's salary is Doug's salary per 3 4 hour. They need to raise at least $1,500 to repair their car. How many hours must each of them work if they agree to each work the same number of hours? (C) 99 (A) 97 (D) 100 (B) 98 (E) 101
Two number cubes are tossed 1. P(sum is 5 or sum is 8) 2. P(sum is odd or sum is less than 4)
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10. Darnell decides to roll two 15-sided numbered polyhedrons. (a) How many total outcomes are there? (b) How many ways can Darnell get a sum of 12?