6.) -a 6. Write a function for the problem. Use the function notation. Use the variables provided byeach problem.a. A math tutoring service charges $50 per hour. The domain is the number of hours spent (h), and the range is the total cost (C).

Given A math tutoring service charges $50 per hour domain - no of hours ( h )range - total cost ( C…

Answered: Write a function for the problem. Use…

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter1: Expressions And Functions

Section1.6: Relations

Problem 4CYU

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Explain how to interpret the initial value in a word problem that uses a linear function.
Explain how to find the output variable in a wordp roblem that uses a linear function.
A company sells a chair for $450. It costs them $350 to make each chair, plus fixed costs for operation of $20,000. Write the cost and revenue functions. Cost = Revenue = (Type expressions using x as the variable.)
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B. Given the set of domain D =-3, -2, -1, 0, 1, 2, 3, }, Construct table of values that will satisfy the following: 1. The range is 2 more than the domain. 2. The domain is one half the range. 3. The range is the square of the domain. 4. The range is thrice the domain decreased by 2. 5. The range is the domain. C. Write the equation in function notation numbers 1 5 of letter B.
Emma gives a walking tour of a popular tourist city to one person for $39. To increase her business, she would lower the price by $2 per person for each additional person. Write the cost per person c as a function of the number of people n on the tour. How much does she make for a tour with 10 people? Write the cost per person c as a function of the number of people n on the tour. c=..... How much does she make for a tour with 10 people? $.....
The fixed costs of a company is $3200. The variable cost to produce a widget is $25. CRP1. Set up the Cost as a function of n, number of widgets produced: CRP2. Suppose the company sells each widget at a price p = 45-0.02n ($44.8 for a widget with 2 cents discount on price per widget for extra widget purchased.) Set up the Revenue function: CRP3. Set up the Profit as a function of n, number of widgets produced and sold: CRP4. Plot the Profit function on an appropriate interval: CRP5. The break-even points are values of production for which the profit is zero. Find the break-even points.
2. State the domain of the function. x² -3x +2 a. y=- X-4
Suppose you take a straight piece of wire measuring 20 cm and cut it to make two pieces. You then take one piece and make it into a square, and the other piece and make it into a circle, like in the following picture: 20 cm- 20-x Write a function, 4(-x), that gives the total area of the circle and the square you A(x) а. make in this scenario. b. What is the domain of 4(.x)?
Jesse is parking in a garage for a concert. It costs $6 for the first 2 hours, and an additional $3 for each additional hour or fraction of an hour. The maximum charge for the day is $24. Determine a reasonable domain and range for this situation if the cost is a function of time. Domain: Range:
1. You are working as a car dealer that pays you a monthly salary of Php17 000. The company Activities This activity will enable you to solve more word problems involving linear functions. Directions: Solve the following. Show your complete solutions on a separate sheet of pane will also pay you Php3000 in commission for every car you sell. a. Determine the function that will illustrate the situation. b. How many cars must you sell to earn Php32 000? c. If you sell 3 cars in June, how much will you earn? 2. Jason opened a savings account with Php550 initial deposit. Each month after he pays his bills, he will have Php300 left over to make a deposit. oce a. Write a function for the given problem. b. How many months wil it take him to have Php3250 savings? c. If Jason withdraw Php 2300 after 2 years of saving, how much will he have left? 3. Ben collected 12 kilograms of plastic bottles to recycle for his school project. He plans to collect an additional 4 kilograms each week. a. What is…
The Richland Banquet Hall charges 800 dollars to rent its facility and 40 dollars per person for dinner. The hall holds a minimum of 25 people and a maximum of 100. A sorority decides to hold its formal there, splitting all the costs among the attendees. Let n be the number of people attending the formal. a. Create a function C (n) for the total cost of renting the hall and serving dinner. C(n) = 2 dollars Edit b. Create a function P(n) for the cost per person for the event. dollars per person Edit c. What is P (25)? P (100)? P(25) dollars per person and P (100)- dollars per person

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Write a function for the problem. Use the function notation. Use the variables provided by each problem. a. A math tutoring service charges $50 per hour. The domain is the number of hours spent ( h), and the range is the total cost (C).