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1. Prepare a master production schedule (MPS) chart using the following information. Weekly Demand (weeks 1 thru 6): 810; 1350; 1100; 1000; 610; 1300. Minimum Lot Size = 2000; Safety Stock = 500; Beginning Inventory = 1000.
2. A college bookstore opens a booth and buys back used books during final exam week. From 9 to 12 in the morning students arrive at the rate of 40 per hour. The bookstore employee can service 50 students per hour. What is the average time in minutes that a student will be in the bookstore (system)?
The probability that federal income tax returns will have 0,1, or 2 errors is 0.53,0.15, and 0.32. if 10 randomly selected returns are audited
Assume that a watermelon dropped from a tall building falls y=16t^2 in t sec. Find the watermelon's average speed during the first 3 sec of fall and the speed at the instant t=3sec.
How are they interpreted in terms of the original problem? Are the results reasonable? If not, what are the failings of the model that led to poor results?
Two miner league baseball players got a total of 220 hits washington had 16 more than sanchez find the number of hits for each player.
Write the two equations in slope-intercept form, and then determine how many solutions the system has.
finding the value of x for which the power series converges.for what values of z does the power series1 - 3x 5x22 -
Anthony invested a sum of money 3 years ago in a savings account that has since paid interest at the rate of 8%/year compounded quarterly. His investment is now worth $30,437.80. How much did he originally invest?
Marcos drove twice as far as Candice. Together, they drove 66 miles. Which equation can be used to find the number of miles Candice drove?
Explain, in your own words, the product rule of exponents. Why does it work? Give examples. Please use a problem from page 412 #'s 27 - 38 or page 413 #'s 51 - 56, 101 as your example for this question. Please try to avoid using a problem someone ..
Calculate the critical value
Explain what is wrong and why it is wrong.
if light bulbs have lives that are normally distributed with a mean of 2500 hours and a standard deviation of 500 hours
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