4) a. Suppose that a man has goat (G) farm and there were 250 goats in the year X and in the year Y, the number of goats increased to 450. i. Express the number of goats (G) as a linear function of time ii. Estimate the number of goats for the year 2025. Note that X is year in which your father borne (Father's birth year) and Y is the year in which you borne (Yours birth year). b). A manufacturing factory sold x items at the price RO 92 per item. They described a profit function P(x) = Ex- 0592. Find the number of items in order the company will be at breakeven point.
4) a. Suppose that a man has goat (G) farm and there were 250 goats in the year X and in the year Y, the number of goats increased to 450. i. Express the number of goats (G) as a linear function of time ii. Estimate the number of goats for the year 2025. Note that X is year in which your father borne (Father's birth year) and Y is the year in which you borne (Yours birth year). b). A manufacturing factory sold x items at the price RO 92 per item. They described a profit function P(x) = Ex- 0592. Find the number of items in order the company will be at breakeven point.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 48E
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