Project: Quadratic Functions and Their Graphs Objective: Use a quadratic equation with real life data. A manufacturing company found the that the equation f(x) = -3.2x² + 268.2x + 257 could be used to approximate their profit per day for x items produced. 1. Find the profit if 40 items are made. 2. Find the profit if 50 items are made. 3. How many objects would need to be made to get a profit of $5423? 4. How many objects should be sold to maximize profit? 5. What is the maximum profit?
Project: Quadratic Functions and Their Graphs Objective: Use a quadratic equation with real life data. A manufacturing company found the that the equation f(x) = -3.2x² + 268.2x + 257 could be used to approximate their profit per day for x items produced. 1. Find the profit if 40 items are made. 2. Find the profit if 50 items are made. 3. How many objects would need to be made to get a profit of $5423? 4. How many objects should be sold to maximize profit? 5. What is the maximum profit?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.6: Solving Quadratic Equations By Using The Quadratic Formula
Problem 54HP
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Transcribed Image Text:Project: Quadratic Functions and Their Graphs
Objective: Use a quadratic equation with real life data.
per i
A manufacturing company found the that the equation f(x) = -3.2x² +268.2x + 257
could be used to approximate their profit per day for x items produced.
1. Find the profit if 40 items are made.
2. Find the profit if 50 items are made.
3. How many objects would need to be made to get a profit of $5423?
4. How many objects should be sold to maximize profit?
5. What is the maximum profit?
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