A college approves a budget of $800 for buying projectors and printers. A projector costs $300, and a printer costs $100. The plan is to buy at least 4 printers. If æ represents the number of projectors, and y represents the number of printers, which set of inequalities represents the situation? 300x + 100y < 400; y > 4 300x + 100y < 800; y 2 4 300x + 100y < 400; 4y > 800 O 300x + 100y < 800; 4y > 800 O O O
A college approves a budget of $800 for buying projectors and printers. A projector costs $300, and a printer costs $100. The plan is to buy at least 4 printers. If æ represents the number of projectors, and y represents the number of printers, which set of inequalities represents the situation? 300x + 100y < 400; y > 4 300x + 100y < 800; y 2 4 300x + 100y < 400; 4y > 800 O 300x + 100y < 800; 4y > 800 O O O
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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Please answer these questions correctly.
Transcribed Image Text:Drew is a counselor at a summer camp and needs to buy prizes for the competitions at the end of the week.
• There are two groups, middle school and high school, for which he needs prizes.
• He wants to buy at least 14 prizes but to spend no more than $50.
• Drew finds fun middle school prizes for $2 each and high school prizes for $3 each.
Which system of equations describes the number of middle school prizes (æ) and the number of high school prizes (y) that Drew can
purchase?
x + y < 14; 3x +2y > 50
x + y 2 50; 2x + 3y <14
x + y 2 14; 2 + 3y < 50||
x + y > 50; 2y - 3x > 14
Transcribed Image Text:A college approves a budget of $800 for buying projectors and printers. A projector costs $300, and a printer costs $100. The plan is to buy
at least 4 printers.
If æ represents the number of projectors, and y represents the number of printers, which set of inequalities represents the situation?
300x + 100y < 400; y 2 4
300x + 100y < 800; y 2 4
300x + 100y < 400; 4y 2 800
300x + 100y < 800; 4y > 800
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