ation = the 38. Performance Task The Bluebird Bakery sells more alfajores when it lowers its prices, but this also changes profits. $0.75-each 40&ea. The profit function for the alfajores is f(x) = -500(x-0.45)2 + 400. This function represents the profit earned when the price of an alfajor is x dollars. The bakery wants to maximize their profits. Part A What is the domain of the function? Part B Find the daily profits for selling alfajores for $0.40 each and for $0.75 each.
ation = the 38. Performance Task The Bluebird Bakery sells more alfajores when it lowers its prices, but this also changes profits. $0.75-each 40&ea. The profit function for the alfajores is f(x) = -500(x-0.45)2 + 400. This function represents the profit earned when the price of an alfajor is x dollars. The bakery wants to maximize their profits. Part A What is the domain of the function? Part B Find the daily profits for selling alfajores for $0.40 each and for $0.75 each.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Question
![### Performance Task: Pricing and Profit Analysis at Bluebird Bakery
The Bluebird Bakery sells more alfajores when it lowers its prices, but this also affects profits.
### Profit Function
The profit function for the alfajores is given by:
\[ f(x) = -500(x - 0.45)^2 + 400 \]
This function represents the profit earned when the price of an alfajor is \( x \) dollars. The bakery aims to maximize its profits.
### Tasks
**Part A:** What is the domain of the function?
**Part B:** Calculate the daily profits for selling alfajores at prices of $0.40 each and $0.75 each.
### Visual Aid
There is an illustration of a plate with alfajores. There is a price sign showing two options: "$0.75 each"; with another handwritten "$0.40 ea." above it.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6f770cdb-05dc-4ce8-9f54-6d87088669bc%2F30a9428f-c216-4939-a392-e168260b3256%2Fx3rawhq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:### Performance Task: Pricing and Profit Analysis at Bluebird Bakery
The Bluebird Bakery sells more alfajores when it lowers its prices, but this also affects profits.
### Profit Function
The profit function for the alfajores is given by:
\[ f(x) = -500(x - 0.45)^2 + 400 \]
This function represents the profit earned when the price of an alfajor is \( x \) dollars. The bakery aims to maximize its profits.
### Tasks
**Part A:** What is the domain of the function?
**Part B:** Calculate the daily profits for selling alfajores at prices of $0.40 each and $0.75 each.
### Visual Aid
There is an illustration of a plate with alfajores. There is a price sign showing two options: "$0.75 each"; with another handwritten "$0.40 ea." above it.

Transcribed Image Text:### Problem Statement
**Part B**
Find the daily profits for selling alfajores for $0.40 each and for $0.75 each.
**Part C**
What price should the bakery charge to maximize their profits from selling alfajores?
**Part D**
What is the maximum profit?
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