Suppose that Rob and Big both raise animals and sell them. Because Rob and Big have different talents, they have varying abilitiesto raise these animals. In 1 day, Rob can produce either 10 cows or 20 pigs. In 1 day, Big can produce either 9 cows or 36 pigs.Assume that Rob and Big decide to specialize completely and trade with one another.Over the course of 1 month (30 days), Rob will produce300cows andpigs, whereas Big will producecows and1080 -pigs.After specialization, suppose that Rob and Big trade with one another and Rob sends Big 89 cows. In order for both Rob and Big tobenefit from trade, what is the least quantity of pigs that Big must send Rob? Round your answer to two decimal places.pigsIn order for both Rob and Big to benefit from trade, what is the greatest quantity of pigs that Big must send Rob? Round youranswer to two decimal places.pigs

Answered: Image /qna-images/answer/1d23cd7c-2219-4060-8d6b-054ec9f2172b.jpg

Answered: Suppose that Rob and Big both raise…

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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A furniture factory makes and sells chairs, tables and chests. Producing a chair requires 2 hours of construction and 1 hour of painting. Producing a table requires 4 hours of construction and 3 hours of painting. Producing a chest requires 8 hours of construction and 6 hours of painting. In a typical week there are 280 labor hours available for construction and 178 hours for painting. Due to market demand the company always produces four times as many chairs as tables. If all available time is used in every department, how many of each item are produced during a typical week? a. Define the variables and build a system of equation for this problem. b. Show how to use the INVERSE to solve this system of equations. c. If the factory decided to produce 88 chairs, 22 tables and 32 chests how many hours would be needed for construction and painting. Show how matrix algebra can be used to answer this question.. d. If there were C hours for construction and P hours for painting, report a…
A chef purchases whole chickens because they cost less per pound than fabricated cuts and the carcasses can be used to make stock for soup. If the soup consists of 9 parts chicken stock, 2 parts chicken, 1.5 parts vegetables and 1.5 parts noodles, all by weight, how much of each ingredient is needed to make 2 gallons of soup?
A company produces three types of bookcases: Standard, Deluxe, and Premium. Each bookcase must be sanded, assembled and painted. The Standard model requires 1 hour to sand, 2 hours to assemble, and 1 hour to paint. The Deluxe model requires 2 hours to sand, 3 hours to assemble and 1 hour to paint. The Premium model requires 1 hour to sand, 4 hours to assemble and 2 hours to paint. There are 170 hours available for sanding, 320 hours for assembling and 130 hours for painting. How many of each product can be made? Solve using cramers rule. a. wriite the system of equations for this information. identify variables b. write and label each of the four determinants, do not evaluate. c. solve for only the first variable in the system. use co-factors and minors to solve the d determinant. label the answer
A store has three types of laptops (A, B, C). There are twice as many type A than type B. There are 20 fewer type A than type C. There are 320 laptops in total. How many laptops are there of each type?
Three friends, Pedro, Juan, and Jose, can do a certain work alone in 10 hours, 15 hours, and 18 hours, respectively. Suppose that after Pedro and Juan work together for 2 hours, Pedro left and Jose took his place until the work is finish. How long did it take Pedro and Juan to finish the work?
A robot manufacturer must produce a total of 1260 robots in one week, including both “building robots”and “destroying robots.” The number of building robots needs to be 3.5 times the number of destroyingrobots. How many of each should they make?
U.S. Trucking pays its drivers $40,000 per year, while American Trucking pays its drivers $38,000 per year. For both firms, truck drivers average 240,000 miles per year. Truck driving jobs are the same regardless of which firm one works for, except that U.S. Trucking gives each of its trucks a safety inspection ever 50,000 miles, while American Trucking gives each of its trucks a safety inspection every 36,000 miles. This difference in safety inspection rates results in a different rate of fatal accidents between the two companies. In particular, one driver for U.S Trucking dies in an accident every 12 million miles while one driver for American Trucking dies in an accident every 15 million miles. What is the value of a trucker’s life implied by the compensating differential between the two firms?
Bexter Labs produces three products: A, B, and C.Bexter can sell up to 2000 units of product A, up to 3000 units of product B, and up to 5000 units of prod-uct C. Each unit of product C uses two units of A and three units of B and incurs $7 in processing costs. Prod-ucts A and B are produced from either raw material 1 or raw material 2. It costs $9 to purchase and process one unit of raw material 1. Each processed unit of raw mate-rial 1 yields two units of A and four units of B. It costs $5 to purchase and process a unit of raw material 2.Each processed unit of raw material 2 yields one unit ofA and three units of B. The unit prices for the products are: A, $10; B, $9; and C, $32. The quality levels ofeach product are: A, 7; B, 9; and C, 6. The average quality level of the units sold must be at least 8. Deter-mine how to maximize Bexter’s profit.

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