1. A breeder wants to mix two brands of pet food. Brand A contains 10 g ofprotein and Brand B contains 6 g of protein per serving. The breeder wants tobe sure that the mix contains at least 42 g of protein. Write an inequality thedescribes what the breeder wants to achieve in terms of protein and sketch theregion of possible solutions to the inequality. 2. A real estate venture offers an average annual return of 12% and a businessopportunity offers an average annual return of 15%, but comes with a higherrisk. An investor wants to invest at least $100,000 in real estate but less than$150,000 in the business. Is it possible for the investor to make more than$30,000 total profit from these two investments in a year? Illustrate your answergraphically. If the answer is yes, sketch the solution set.

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1. A breeder wants to mix two brands of pet food. Brand A contains 10 g of protein and Brand B contains 6 g of protein per serving. The breeder wants to be sure that the mix contains at least 42 g of protein. Write an inequality the describes what the breeder wants to achieve in terms of protein and sketch the region of possible solutions to the inequality.

1. A breeder wants to mix two brands of pet food. Brand A contains 10 g of protein and Brand B contains 6 g of protein per serving. The breeder wants to be sure that the mix contains at least 42 g of protein. Write an inequality the describes what the breeder wants to achieve in terms of protein and sketch the region of possible solutions to the inequality.

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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