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- Trenny has asked her assistant to prepare estimates of cost of two different sizes of power plants. The assistant reports that the cost of the 130 MW plant is $200,000,000, while the cost of the 240 MW plant is $320,000,000. If Trenny has a budget of only $300,000,000, estimate how large a power plant she could afford using linear interpolation (Enter your answer rounded to one decimal place and in MW eg. XX.X)? Number CLSOLVE STEP BY STEP IN DIGITAL FORMAT The company Cielito S.A. It manufactures clothing for older adults and has a large presence in Mexico, due to the comfort and good taste of its garments. It has 60 seamstresses who work 8 hours a day; Indirect manufacturing expenses are $9,500.00 MXN. Every day Cielito S.A. produces 1,500 garments. The cost per hour of labor is $55.00 MXN. With this data, you must calculate: a. Labor or labor productivity. b. The productivity of manufacturing indirect expenses. c. The total productivity of Cielito S.A.= 2. The cost of operating a jet-powered commercial (passenger- carrying) airplane varies as the three-halves (3/2) power of its velocity; specifically, Co kny3/2, where n is the trip length in miles, k is a constant of proportionality, and vis velocity in miles per hour. It is known that at 400 miles per hour, the average cost of operation is $300 per mile. The company that owns the aircraft wants to minimize the cost of operation, but that cost must be balanced against the cost of the passengers' time (CC), which has been set at $300,000 per hour. At what velocity should the trip be planned to minimize the total cost, which is the sum of the cost of operating the airplane and the cost of passengers' time?
- A trailer manufactor has multiple products designed to be towed by a pickup (Ford F-150, Toyota Tacoma, etc). The production of one of their products - the XL7 5x10 trailer - referred to as XL7510 here, has a fixed 9 cost of $62,308 and a variable cost per unit of XL7510 equal to 202 + - dollars, where is the total 10 number of XL7510s produced. Suppose further that the selling price of this product is 1118 The x-values of the break-even points are The maximum revenue is Form the profit function: P(x) = = The maximum profit is The price that will maximize profit is 1 - dollars per unit of XL7510. 10 dollars (round to the nearest cent) dollars (round to the nearest cent)The time to assemble the first unit on a production line is 6 hours The learming rate is 0 86. Approximately how long wilttake for the seventh unit to be assembled? The number of hours needed for the seventh unit to be assembled is hours (Round to one decimal place) nswer in the answer boxCost of buying tomato plants are 20 cents each and a farmer sells them for 50 cents each. His fixed costs are euro 60 including the rate he pays to the local council. How many tomato plants must he sell to break even? What kind of profit will he realize from selling 180 plants? Formulate P(x) function clearly and graph it. Values of its intersections with both axes must be clear.
- Yesha’s Flower Shop offers different kinds of flower like roses, daisy and sunflower. Upon checking the profit of each item, daisy is the lowest last year (2020). She is thinking of stop offering daisy or continue it. The daisy flower has a fixed cost of Php 45 and has the following variable costs shown below. Worker No. of Daisy Flower Variable Cost 0 0 0 1 90 12 2 200 24 3 260 36 4 300 48 5 330 60 Compute the Total cost and Marginal cost for each worker. Compute the Total Revenue for each worker if the price is 0.35. Compute the Profit for each worker. What should be Yesha’s decision based on your answers?Question 9 Trenny has asked her assistant to prepare estimates of cost of two different sizes of power plants. The assistant reports that the cost of the 150 MW plant is $220,000,000, while the cost of the 270 MW plant is $400,000,000. If Trenny has a budget of only $300,000,000, estimate how large a power plant she could afford using linear interpolation (Enter your answer rounded to one decimal place and in MW eg. XX.X)?Give me right solution with clear calculations
- E-commerce has had an explosive growth in the last year due to the pandemic. Many different retail companies with home delivery have had a significant increase in sales. Imagine such a company with home delivery by trucks. Each truck costs NOK 600 per hour including all costs. The average distance per trip is 40 KM and they deliver approximately 60 packages per trip. a. Calculate the cost per delivery. Make your own assumptions for the parameters that affect the time of the processes, like speed, loading time and unloading time. What would be their price per delivery, if they want a profit of 5%? b. Discuss the risk for the transport provider in your price calculation.Last year, a company introduced a new version of its main product. The product costs $24002400 to develop (i.e. the start up costs) and $3535 to manufacture each product. Do all the following problems on your page: i) Give a linear equation in the form C(n)=mn+bC(n)=mn+b that gives the total cost to produce nn of these products. Give your answer in function notation. No steps or work are required, just give the function. ii) Find the total cost to produce n=3500n=3500 of these products. Show what numbers you used in your arithmetic calculations. Use function notation in your work. Answer in a complete sentence form with units and context. iii) If the company has $5315053150, how many of these items can be produced? Use function notation in your work. Answer in a complete sentence form with units and context.Maxima and Minima in business A factory sells a product at price of (200.01x) in Peso per unit. The variable cost per unit is 10 pesos. The fixed cost of the factory is 1,000 pesos (a) Determine the total revenue (Rt), the total cost (Yc), and the profit function of the factory. (b) Find the number of units to be produced in order to break-even. (c) Find the total revenue that corresponds to the break-even point. (d) Find the number of units to be produced in order to acquire maximum profit. (e) Find the maximum profit.