An electronics store sells two popular models of wireless headphones, model A and model B. The sales of these products are not independent of each other (in economics, we call thesesubstitutable products because if the price of one increases, sales of the other will increase). The store wishes to establish a pricing policy to maximize revenue from these products. A study of priceand sales data shows the following relationships between the quantity sold (N) and prices (P) of each model:NA = 16-0.62PA + 0.32PBNB= 34 +0.09PA -0.61PBDevelop a spreadsheet for calculating the total revenue if PA = $18 and PB = $28. Design it so that the price-demand function parameters can easily be changed.Complete the spreadsheet below.(Type integers or decimals. Round the quantities to the nearest integer as needed. Do not include the $ symbol in your answers.)ABDEFG123ModelPriceModel Parameters for QTY SoldConstantCoeff Price ACoeff Price BQuantity SoldRevenueA4B5Total Revenue

Step 1: Step 2: Step 3: Step 4:

Answered: An electronics store sells two popular…

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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Projected Consumer Goods Exports 600 Hong Kong Dollar (million) 500 400 300 200 100 0+ Y 300 60 330 + 70 Y + 1 350 80 Y+2 Year 420 80 Y+3 450 90 Y+4 Exchange Rates for Year Y $4.50 Hong Kong Dollar (HKD) $1 Singapore Dollar (SGD) $1.60 Singapore Dollar (SGD) $1 US Dollar (USD) Hong Kong Singapore According to this projection, what would be the value (in HKD) of Hong Kong's exports in Y+4? $500 million $501 million $502 million $503 million $504 million
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6. Yet another company has studied the market and found that demand for their items indicate that if they set a price of $50 each, they would expect to sell 1000 units. However, if they set their price to $45 each, the could sell 1200 units. Their wholesaler as indicated they would supply 1000 units at a price of $40 each, but for every $10 increase in price, they would supply 400 more units. a. Find the linear demand function. b. Find the linear supply function c. Find the market equilibrium (equilibrium price and quantity) d. If the company produces 500units, is there going to be a shortage or a surplus? Why?
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Solve the problem. Suppose an economy consists of three sectors: Energy (E), Manufacturing (M), and Agriculture (A). Sector E sells 70% of its output to M and 30% to A. Sector M sells 30% of its output to E, 50% to A, and retains the rest. Sector A sells 15% of its output to E, 30% to M, and retains the rest. Denote the prices (dollar values) of the total annual outputs of the Energy, Manufacturing, and Agriculture sectors by Pe. Pm, and Pa respectively. If possible, find equilibrium prices that make each sector's income match its expenditures. Find the general solution as a vector, with pa free. 0.356 Pal Pm-0.686 Pa Pe Pa Pe Pm Pa Pe Pm - Pa Pe Pm Pa Pa [0.465 Pa = 0.593 Pa Pa [0.308 Pa 0.716 Pa Pa 0.607 Pa 0.481 Pa Pa
Exercise 4.3 Yogurt Hut, Ltd., sells natural yogurt in a college community. The manger is filling out the orders for next week's supply of yogurt. She is uncertain what sales will be. She has the table below as a historical representation of profits given certain sales and buying-level combinations. Weekly sales Actions Buy 200 ($) Buy 300 ($) Buy 400 ($) 200 50 25 0 300 50 75 50 400 50 75 100 Using the maximax decision criterion, what dvice can you give about quantities of yogurt to buy for next week?
Four subject teachers Alice (A), Diana (D), Georgina (G) and Hellen (H) are to be assigned four subjects: Biology (B), Chemistry (C), English (E) and Kiswahili so as to get best performance. Based on past data we have: B C E K A 76 70 66 62 D 84 60 64 72 G 88 82 78 68 H 70 56 58 54 Assign the teachers to the teaching subjects so as to maximize school performance. [F] The profit function of a business firm is π=f(q)=−13q3+6q2−11q−50.π=f(q)=−13q3+6q2−11q−50. (i) What output qq should the business firm produce to maximize the profit? (ii) What is the maximum profit the business firm can generate?
Can you help with parts g, h, and i please? The Admission director for a college far from mart and town believes that an inverse relationship exists between a private college's average discount rate(determined by the average amount of scholarships students receive) and the annual yield (the percentage of admitted students who actually attend). The Director's independent variable is a private college's discount rate measured as a percentage, and the dependent variable is the college's annual yield measured as a percentage. The following results were obtained for a sample of 30 private colleges: x- Discount rate(percentage) - range: 35 to 72 percent y- Annual Yield(percentage) - range: 12 o 81 percent Σxi = 1612 Σyi = 898Σxiyi = 44,377Σxi2 = 89,790Σyi2 = 35,704 a. Calculate the sample regression line's slope estimate. Interpret the sample regression line's slope estimate.b. Calculate the sample regression line's intercept estimate. Interpret the sample regression line's intercept…
interpret Company A and Company B's results below in terms of the factors that impact Cost Volume Profit Analysis (CVP). Why does Company B have the greater degree of operating leverage? As a manager, why is operating leverage an important concept? Company A Company B Sales (10,000 units times $26) $260,000 Sales (10,000 units times $32) $320,000 Less Variable expenses (10,000 units $16) 160,000 Less Variable expenses (10,000 units times $20) 200,000 Contribution margin (a) 100,000 Contribution margin (a) 120,000 Less Fixed expenses 80,000 Less Fixed expenses 100,000 Net operating income (b) 20,000 Net operating income (b) 20,000 Degree of operating leverage (a divided by b) 5.0 Degree of operating leverage (a divided by b) 6.0
answer D & E ONLY
R4
1. The yearly data have been published showing the number of releases for each of the commercial movie studios and the gross receipts for those studios thus far. No. of releases (x) 361 270 306 22 35 10 8 12 21 Gross receipts (y) (million $)| 3844 1962 1371 1064 334 241 188 154 125 (a) Based on these data, can it be concluded that there is a linear relationship between the number of releases and the gross receipts? (b) Find y' when x = 200 new releases (c) Find the 95% prediction interval when x = 200 new releases 2. An economics student wishes to see if there is a relationship between the amount of state debt per capita and the amount of tax per capita at the state level. Per capita debt (x) 1924 907 1445 1608 661 Per capita tax (y) 1685 1838 1734 1842 1317 (a) Based on the data, can they conclude that per capita state debt and per capita state taxes are related? Both amounts are in dollars and represent five randomly selected states. (b) Find y' when x = $1500 in per capita debt (c)…

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