FeedbackBb 34193650M 11STEM-21_SIA GRAD X9 Launch Meeting - Zoo XO Launch Meeting - Zoo xL 11STEM-21_PERFORM Xb My Questions | bartlel x+i ust.blackboard.com/ultra/courses/_150540_1/outline/assessment/_5865398_1/overview/attempt/_23590257_1/review/inline-feedback?attemptld=_23590257_1&mode=inline&columnld=_12...Feedback-22Feedback for studentYour instructor hasn't added feedback--2PromptsSubmitted AnswersWhat is the value of f(3)?What is the value of f(1)?f(x) = 0. What is the value of x?What is the value of f(3.5)?3.5The value of f(- 2) and f(4) are equal. What is this value?4Question 14Pri18x – 10Given the function C(x) =what is the value of C-(75)?Ter5>4:02 pmIA123O 30°C Mostly cloudy ^ . ENG04/10/2021 FeedbackBb 34193650M 11STEM-21_SIA GRAD X9 Launch Meeting - Zoo X9 Launch Meeting - Zoo XL 11STEM-21_PERFORM Xb My Questions | bartlet x+A ust.blackboard.com/ultra/courses/_150540_1/outline/assessment/_5865398_1/overview/attempt/_23590257_1/review/inline-feedback?attemptld=_23590257_18&mode=inline&columnld=_12...FeedbackQuestion 13Feedback for studentConsider the graph of f(x) below. Match the questions on the left withthe correct answer on the right.44Your instructor hasn't added feedback2-24PromptsSubmitted AnswersWhat is the value of f(3)?3PriTerWhat is the value of f(1)?>4:02 pmIAO 30°C Mostly cloudy ^ a ENG12304/10/2021

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College Algebra (MindTap Course List)

12th Edition

ISBN:9781305652231

Author:R. David Gustafson, Jeff Hughes

Publisher:R. David Gustafson, Jeff Hughes

Chapter6: Linear Systems

Section6.5: Determinants

Problem 74E

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Gauss Elimination Method*
Consider the mixing process shown in the figure. A mixing chamber initially contains 4 liters of a clear liquid. Clear liquid flows into the chamber at a rate of 10 liters per minute. A dye solution having a concentration of 0.25 kilograms per liter is injected into the mixing chamber at a constant rate of liters per minute. When the mixing process is started, the well-stirred mixture is pumped from the chamber at a rate of 10 + r liters per minute. (a) Develop a mathematical model for the mixing process. Let Q represent the amount of dye in kilograms in the mixture. (dQ/dt)=? (b) The objective is to obtain a dye concentration in the outflow mixture of 0.1 kilograms per liter. What injection rate r is required to achieve this equilibrium solution? r = ? (c) Assume the mixing chamber contains 4 liters of clear liquid at time t. How many minutes will it take for the outflow concentration to rise to within 2% of the desired concentration of 0.1 kilograms per liter? t=?
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A blending process is to combine three components to create a final blind of 60,000 gallons. The three components cost $2, $1.5 and $1.25 per gallon respectively. Total cost of the components should equal 90,000. Another requirement of the blending is that the number of gallons used of component 1 should be twice the amount used of component three. Determine whether there is a combination of three components satisfying the blending restriction. Apply Gaussian elimination approach.

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