Write the constraint below as a linear inequality. A candidate will spend no less than $9400 on radio and TV advertising. Each radio spot costs $120 and each TV ad costs $730. Let x be the number of radio spots and let y be the number of TV ads. Choose the inequality that represents the constraint. A. 120x+730y≤ 9400 B. 120x+730y29400 C. 730x+120y≤ 9400 D. 730x+120y29400

Write the constraint below as a linear inequality. A candidate will spend no less than $9400 on radio and TV advertising. Each radio spot costs $120 and each TV ad costs $730. Let x be the number of radio spots and let y be the number of TV ads. Choose the inequality that represents the constraint. A. 120x+730y≤ 9400 B. 120x+730y29400 C. 730x+120y≤ 9400 D. 730x+120y29400

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,...

See similar textbooks

Related questions

Q: A college student works in both the school cafeteria and library. She works no more than 10 hours…

Q: You want to learn Mathematics. You have to complete at least 10 arithmetic tests and logic tests…

A: Let us denote X=the number of arithmetic tests and y=the number of logic tests. Given that it will…

Q: A furniture company produces tables and chairs. Each table requires 1 hour in the assembly center…

A: Let the number of tables and number of chairs be x and y repectively. Therefore the number of hours…

Q: 20. Karim is working on a practice math test to prepare for the ACT exam. He wants to answer at…

Q: 48. Henry has a reading list of 10 books that he can choose from to read this week. Identify the…

A: We are given a situation in which Henry is reading list of 10 books that he can choose from to read…

Q: You and some friends have $30. You want to order large pizzas (p) that are $9 each and drinks (d)…

A: Given that total amount we have $30. Rate of each large pizza(p) is $9 and each drinks(d) is $1.

Q: Write a linear inequality in two variables whose graph is shown. $4-3-2 2 3 4 5 x- y = 2 -4-

Q: The 8th graders are selling chips and candy to collect money for their end-of-the year dance. They…

Q: Every weekend Greg mows and rakes lawns to earn extra money. He makes $45$45 for every lawn he mows…

A: Let Greg mowing m lawns and rakes n lawns

Q: A track runner has to perform two warm up training tasks a day-jogging and stretching. The runner…

Q: Seed costs for a farmer are $125 per acre for corn and $100 per acre for soybeans. How many acres of…

Q: Graph the system of linear inequalities. ? 5x−4y≤0 2x + 4y ≤ 28 Please show all work

Q: Write the constraint below as a linear inequality. A candidate will spend no more than $8000 on…

A: Given that A candidate will spend no more than $8000 on radio and TV advetising .Each radio spot…

Q: On your next vacation, you will divide lodging between large resorts and small inns. Let x represent…

A: Let the number of nights spent in large resort = x Let the number of nights spent in small inns = y…

Q: Graph the system of inequalities. Find the coordinates of any vertices formed. y ≥ x y≤−x+20

Question

Write the constraint below as a linear inequality.
A candidate will spend no less than $9400 on radio and TV advertising. Each radio spot costs $120 and each TV ad
costs $730. Let x be the number of radio spots and let y be the number of TV ads.
Choose the inequality that represents the constraint.
A. 120x+730y≤ 9400
B. 120x+730y > 9400
C. 730x+120y≤ 9400
D. 730x+120y> 9400

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

Step 2

Step 3

Step 4

Step 5

Step 6

Trending now

This is a popular solution!

Step by step

Solved in 6 steps

SEE SOLUTION Check out a sample Q&A here

Similar questions

Write the constraint below as a linear inequality. A canoe requires 6 hours of fabrication and a rowboat 5 hours. The fabrication department has at least 109 hours of labor available each week. Let x be the number of canoes and let y be the number of rowboats. Choose the inequality that represents the given constraint. A. 5x + 6y≤ 109 B. 5x + 6y2 109 C. 6x + 5y ≥ 109 D. 6x + 5y ≤ 109
Determine the system of inequalities illustrated in the graph. Write inequalities in standard form. Choose the appropriate system. O A. OB. x? + y? s72 x-ys7 y2 - 3 ys -3 OC. OD. x+y27 x? + y? z72 y< - 3 y2 - 3
40 19) A radio station is giving away tickets to a concert. They plan to give away tickets for seats that cost $10 and $20. They want to give away at least 20 tickets, totaling no more than $280. Write and graph a system of inequalities to represent the possible combination of tickets that can be given away. 30 20 10 10 20 30
10 poin 2. Sarah works for a maximum of 40 hours per week. She needs to make at least $400 in order to cover her expenses. Her office job pays $12 per hour and her babysitting job pays $10 per hour. Which system of inequalities can be used to determine the number of hours she should spend working in office (x) and the number of hours she should spend babysitting (y) to cover her expenses? I+ y 2 40 O A. 10 + 12y 2 400 *+y2 40 O B. 121 + 10y 2 400 I+yS 40 O C. 10 + 12y 2 400 I+yS 40 O D. 12 + 10y 2 400
Choose the correct answer.
Casey works at the Sports Gym as a counselor for x hours a week after school a job that pays $3 an hour . She has accepted a job that pays $9 an hour at Carvel working y hours per week. She will work both jobs. She is able to work no more than 17 hours per week . Casey wants to earn at least $72a. Write a system of linear inequalities that can be used to find the possible combinations of hours working at the Sports Gym and at Carvel so Casey earns at least $72.
A theatre has a seating capacity of 250. The ticket prices for children and adults are $8.00 and $12.00, respectively. The theatre must take in a minimum of $1,200.00 per performance. Express this information as a system of inequalities and graph the system of these inequalities.
18
Graph the feasible set for the system of inequalities. y≤ 9x +9 y 20 Use the graphing tool to graph the inequalities. Click to enlarge graph C A -10 -8 Ау 10- ✓
Write the constraint below as a linear inequality. A canoe requires 3 hours of fabrication and a rowboat 5 hours. The fabrication department has at most 112 hours of labor available each week. Let x be the number of canoes and let y be the number of rowboats. Choose the inequality that represents the given constraint. A. 3x+5y2112 B. 5x + 3y ≤ 112 C. 5x+3y2112 D. 3x+ 5y ≤ 112
5. Valencia babysits for $5 an hour. She also works as a tutor for $8 an hour. She is not allowed to work more than 20 hours a wee and she wants to earn at least $120. Write a system of inequalities. 6. y>-3x+5 a. b. Without graphing, determine which of the following satisfies the inequalities and explain. 5 hours babysitting, 10 hours tutoring 5 hours babysitting, 15 hours tutoring 8 hours babysitting, 13 hours tutoring The regions below were formed by graphing several inequalities. Write the coordinates of each vertex of the figure. Study each graph, and determine the inequalities used.
Producing a bookshelf requires 10 boards and 18 screws. Producing a TV stand requires 7 boards and 16 screws. Each bookshelf yields $22 profit, and each TV stand yields $26 profit. There are 55 boards and 180 screws available. Find the number of bookshelves and number of TV stands to produce to maximize profit? Let X represent the number of bookshelves and Y represent the number of TV stands. What are the resource inequalities for the situation above? 10X +7Y ≤ 22; 18X + 16Y ≥ 26; X ≥ 0; Y ≥ 0 10X +7Y ≤ 55; 18X + 16Y ≤ 180; X ≥ 0; Y ≥ 0 10X+18Y ≤ 55; 7X + 16Y ≤ 180; X ≥ 0; Y ≥ 0 None of the answers provided is correct.