Kelly-Lambing, Inc., a builder of government contracted small ships, has a steady work force of 10 very skilled craftspeople. These workers can supply 2,500 labor-hours each per year. Kelly-Lambing is about to undertake a new contract, building a new style of boat. The first boat is expected to take 6,200 hours to complete. The firm thinks that 80% is the expected learning rate. What is the firm's "capacity" to make these boats-that is, how many units can the firm make in 1 year? If the operations manager can increase the learning rate to 75% instead of 80%, how many units can the firm make? (Round all numerical responses in this exercise to the nearest whole number.) Total time available = Number of Boats, 4 5 869 hours Total Time 75% Learning Rate Total Time 80% Learning Rate Total number of boats with 75% learning rate = Total number of boats with 80% learning rate =

29 ABC Hospital completed its first transplant, and the procedure took 50 hours. The hospital has five more transplants scheduled. Based on other similar procedures carried out, the hospital estimates that it has an 85% learning rate. Estimate the time it will take to complete the third transplant. a 34.5 hours b 36 hours c 38.67 hours d 40 hours

In Tronys Inc the first unit takes around 57 hours for the production whereas the learning curve rate is 71%, calculate the time taken by 32nd unit with using crawford model ?

Richard Dulski's firm is about to bid on a new radar system. Although the product uses new technology, Dulski believes that a learning rate of 75% is appropriate. The first unit is expected to take 700 hours, and the contract is for 40 units. a) The total amount of hours to build the 40 units = 9606 hours (round your response to the nearest whole number). b) The average time to build each of the 40 units = 240.15 hours (round your response to two decimal places). c) If a worker works 2,080 hours per year, the number of workers required to complete this contract in a year = workers (round your response to two decimal places).

The personnel manager of Powerwest Inc. want to estimate the direct and cumulative average direct labor hours for producing 30 locomotive train units during then next year. He estimates from past experience that the learning rate is 90 percent.  The production department estimate that manufacturing the first unit will take 30,000 hours. Each employee average 200 hours per month. The production rate forecast is as follows: Month Production Rate (units) Month Production Rate (units) January 2 July 2 February 3 August 4 March 2 September 3 April 4 October 3 May 3 November 1 June 2 December 1   How many direct hours are required to produce the 30th unit? How many total hours are needed to produce all 30 units? What is the maximum number of employees required next year? If the learning rate were to change to 0.85, what would be the impact on the total hours and the number of employees needed to product 30 units?

Lucid Inc. has developed a cutting-edge medical device. It took the company 500 hours to build the first device. The company uses an 87% learning rate for this task. How long should it take the company to build the 24th device?                                                             the 76th device?      the 128th device?

solve the question within 30 mins.

Your work for Double 9 Enterprises involves the manufacture of new magnesium parts for a particulate capture system. No matter the changes you make, your learning curve is standard at 89% because you do a good job at employee retention and most have been with the company for many years. You typically reach steady state by the 37th unit within the first 120 hours of the production run. Your new process has an estimated 96% learning curve, but it is producing at a much faster rate than expected. With steady state being reached now for the 29th unit in 99 hours, what is your estimated time for the 1st unit in this run in hours?

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A new product made from recycled bio-plastics needs 20 labor hours to complete the build for the first unit. If production operates at a 85% learning curve rate, calculate the average labor hours required per unit to produce five units.