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1. What two concepts do you think are the most relevant to the field of logistics and why?
2. Which one or two concepts do you think are the least relevant to the field of logistics and why?
3. Which concepts did you find particularly difficult to learn and why?
How much would the driver's hourly wage need to be in order for the optimum speed to violate a constraint limiting the speed to 80 mph? This is similar to previous problem except that you are solving for the wage given the speed.
The number of dimes is 1 less than twice the number of quarters. How many of each denomination are there?
A teacher bought a package of 48 markers for her first-grade class. After one school year, 13 markers were still working. What fraction of the package of markers was working? Express the result using a simple, convenient fraction that is close in ..
Find, with proof, a formula for Tn of the form Tn = An + Bn, where (An) and (Bn) are well-known sequences
suppose that a train conductor claims that the variance of the time required to go from point a to point b is 133
Megan earns $20 an hour plus a $100 daily bonus. She uses a function to calculate her daily earnings. What is the inverse function of Megan's daily earnings function?
This problem will use the subprime data to walk you through calculating a difference in means test. To begin this problem first download subprime data and load it into STATA.
An international airline has a regulation that each passenger can carry a suitcase having the sum of its width, length and height less than or equal to 135 cm. Find the dimensions of the suitcase of maximum volume that a passenger may carry under ..
What is the current value of a $1,000 bond with a 5% annual coupon rate (paid semi-annually) that matures in 6 years if the appropriate stated annual discount rate is 8%.
Prove that {(f0, f3): there exists a 4 dimensional polytope P with f0 = f0(P), f3 = f3(P)} is precisely the set {(f0, f3) ∈ Z2: 5 ≤ f0 ≤ f3(f3 - 3)/2, 5 ≤ f3 ≤ f0(f0 - 3)/2}
Find the indefinite integral of f(x) and Find the compression x when the energy - Evaluate the integrals using integration by parts.
Find the number of sides a regular polygon has if each interior angle measure is 11 times the measure of each exterior angle.
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