E(P) = P – 10000, P ≥10000 where P represents the production (in thousand) of Avocados. On the basis of the above scenario, answer the following questions: (i) Draw the graph of E(P). (Use graphing tool for drawing the graphs, use a scale where each unit represents one thousand on both the X and Y axes (Ex: consider 1= 1000)). Using the graph: (ii) Determine if E(P) is a function of P. (iii) Find the domain and range of E(P). (iv) Find how much export is done for 70 and 20 thousand of production. (v) What are dependent and independent variables in this problem?

E(P) = P – 10000, P ≥10000 where P represents the production (in thousand) of Avocados. On the basis of the above scenario, answer the following questions: (i) Draw the graph of E(P). (Use graphing tool for drawing the graphs, use a scale where each unit represents one thousand on both the X and Y axes (Ex: consider 1= 1000)). Using the graph: (ii) Determine if E(P) is a function of P. (iii) Find the domain and range of E(P). (iv) Find how much export is done for 70 and 20 thousand of production. (v) What are dependent and independent variables in this problem?

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter7: Analytic Trigonometry

Section7.6: The Inverse Trigonometric Functions

Problem 94E

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