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INVENTORY CONTROL AND PLANNING The demand for motorcycle tires imported by Dixie Import-Export is 40,000/year and may be assumed to be uniform throughout the year. The cost of ordering a shipment of tires is $400, and the cost of storing each tire for a year is $2. Determine how many tires should be in each shipment if the ordering and storage costs are to be minimized. (Assume that each shipment arrives just as the previous one has been sold.)
The length of a swimming pool is 18.5 ft, and the width is 10.75 ft. Write the ratio of length to width as ratio of whole numbers.
Use traces to sketch and describe the quadric surface. x2 + 4y2 - 25z2 = 100. At what points does the curve r (t) = ti + (4t-t2)k intersect the parabolid z = x2 + 3y2?
grace is preparing grab bags for her stores open house. she has 24 candles 16 pens and 40 figurines. each grab bag
What explains grade inflation? Students at almost all colleges and universities get higher grades than was the case 10 or 20 years ago.
what is the probability that the employee is a man?
Write down detailed explanations and arguments to justify your calculations. If you wish to use a certain formula, be sure to state it clearly and give a brief justification for it.
The length of a rectangle is 5 cm more than 4 times its width. If the area of the rectangle is 60 cm2, find the dimensions of the rectangle to the nearest thousandth
Show that (Ac ∩ Bc)c = A ∪ B and (Ac ∪ Bc)c = A ∩ B. Consider rolling a six-sided die once.
Describe the adjacency matrix of a graph with n connected components when the vertices of the graph are listed so that vertices in each connected component are listed successively.
Last week, Tom drove 284 miles. This week, he drove miles. Using , write an expression for the total number of miles he drove in the two weeks.
A ternary word is a word formed from the alphabet P = {0, 1, 2}. Considerthe set of all ternary words of length n. If such a word is chosen at random,determine an expression (in terms of n) for the probability that this worddoes not contain the bit p..
A machine produces widgets at a defective rate of 3%. A sample of 6 widgets is taken, What is the probability that 2 of them are defective?
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