For a certain product, the revenue is given by R=X >Graph the solution.Use the tools to enter your answer.010WebAssign. NumberLine20304030x and the cost is given by C(x) = 10x + 1600. To obtain a profit, the revenue must be greater than the cost. For what values of x will there be a profit?5060DO708090100NOSOLHelp

Revenue:R(x)=30xCost:C(x)=10x+1600

Answered: For a certain product, the revenue is…

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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Clayton started with $3 and spent it on a bag of candy with 40 pieces. He sells each piece ofcandy for $0.25 What is the profit if all 40 pieces are sold? Represent the profit as a linear function, called P(x) Graph the function Can you find the break-even point in more than one way?
Assume that p=-0.25x+4 where p is price and x is gallons sold. How many gallons should we aim to sell to maximize revenue?
The graph to the right shows the number of students enrolled in schools for selected years from 2000 through 2008 for country A. The data shown can be modeled by the function f(x) = 15x+320, where f(x) represents the number of students enrolled in schools, in thousands, x years after 2000. Use this information to solve a and b. %3D
In a business application, revenue results from the sale of a number of items. For example, if an item can be sold for $150 and we let n represent the number of units sold, then we can form the following revenue function: R = 150m Use this formula to determine the revenue generated from selling units, R = 150(100) = 15,000 Therefore, the revenue generated from selling 100 items is $15,000. Typically, selling items does not represent the entire story. There are a number of costs associated with the generation of revenue. For example, if there is a one-time set-up fee of $5,280 and each item costs $62 to produce, then we can form the following cost function: C = 62n +5,280 Here n represents the number of items produced. Use this formula to determine the cost associated with producing n = 100 units, C = 62(100) + 5,280 = 11,480 Therefore, the cost associated with producing 100 items is $11,480. Profit is revenue less costs, Profit Revenue - Cost = 15,000 11, 480 = 3,520
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After I distribute 12.5 throughout the equation, can you break down the steps before I graph
The amount of money in a fund F (in millions of dollars) can be approximated by the equation F=.634x2-5.17x+23.8, where x=5 corresponds to the year 2005. What year produced $72 million?
The equation for the height of a baseball being thrown directly up in the air at any time x is y = -16x2 + 50x + 4. What does the 4 represent? O the number of feet the ball is from the ground when it is thrown O the initial speed of the ball when it is thrown O the distance the ball needs to travel before hitting the ground O the rate at which the ball is falling to the ground https://student.masteryconnect.com/ O Type here to search %23
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Write an equation for a cost function where the fixed costs are $2300 and the variable costs are $20 per unit. C(q) = %3D Additional Materials eBook
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Adam’s parents decided to put money in bank every month for his studies. They started with $100 and decided to double it every 6 months. Determine if the relation is linear, quadratic or exponential. Explain your reasoning. Show your work. Write an equation which models the above relation. How much they will have in the account after 5 years. How long will it take for them to have $5000 in the account.

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