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2. A specialty cake vendor has monthly labor costs of $2385, and each cake costs her $3.50 to make. She sells her cakes for $10.50 each. a) Write a cost equation for this vendor. b) Write a revenue equation for this vendor. c) Find the vendor's break-even point. 3. Graph each of the following. Your graphs must have labeled axes:

2. A specialty cake vendor has monthly labor costs of $2385, and each cake costs her $3.50 to make. She sells her cakes for $10.50 each. a) Write a cost equation for this vendor. b) Write a revenue equation for this vendor. c) Find the vendor's break-even point. 3. Graph each of the following. Your graphs must have labeled axes:

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.6: Quadratic Functions
Problem 60E
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2. A specialty cake vendor has monthly labor costs of $2385, and each cake costs her $3.50 to make. She sells her cakes for $10.50 each. a) Write a cost equation for this vendor. b) Write a revenue equation for this vendor. c) Find the vendor's break-even point. 3. Graph each of the following. Your graphs must have labeled axes:
Transcribed Image Text:2. A specialty cake vendor has monthly labor costs of $2385, and each cake costs her $3.50 to make. She sells her cakes for $10.50 each. a) Write a cost equation for this vendor. b) Write a revenue equation for this vendor. c) Find the vendor's break-even point. 3. Graph each of the following. Your graphs must have labeled axes:
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