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Question: Mary and Marcia Brown are two sisters currently attending university together. Each requires advising in five subjects: history, English, mathematics, science, and religion. They estimate that the time (in minutes) that each will require for advising is
Mary Marcia
Math 40 20
History 15 30
English 25 10
Science 15 35
Religion 20 25
They think that the five advisers will be available all day. Mary would like to visit the advisers in the order given in the table, and Marcia would prefer to see them in the order math, religion, English, science, and history. At what times should each plan to see the advisers in order to minimize the total time for both to complete their advising?
As a graphical check on the suitability of exponential and Weibull models, compute the Kaplan-Meier estimators F(t) of the survivor functions for the two groups. Plot log F(t) versus t and log[-logF(t)] versus log t
For the 20°C water flow of Fig, use the pitot-static arrangement to estimate (a) the centerline velocity and (b) the volume flow in the 5-indiameter smooth pipe. (c) What error in flow rate is caused by neglecting the 1-ft elevation difference?
1. The 3 types of integer programming models are total, 0 - 1, and mixed. 2. In a mixed integer model, all decision variables have integer solution values.
Math 164 - Perform two iterations of Gauss-Sidel to approximate the solution of the system - What condition on A guarantees that the iterations will converge?
A manufacturing company ships (by truckload) its product to three different distribution centers on a weekly basis. Demands vary from week to week ranging over.
A firm produces three products P, Q and R using two raw materials A, B and labor L. The requirements per unit are.
What is the meaning of "Nyquist rate", and what is the Nyquist rate for this signal discuss if the original signal x(t) can be perfectly reconstructed from z(t).
Calculate the upward force on the anchorage when the pipeline is flowing full. Calculate the upward force on the anchorage when the pipeline is empty. Assume density of steel is 7900kg/m3 and that of water is 1000kg/m3
Fit the best straight line y = bx + a to this set of data points. The objective is to minimize the sum of absolute deviation of each observed value of y from the value predicted by the linear relationship. Write this as a linear programming model
A furniture manufacturing company planes to make three products - chairs, tables and desks from its available weekly resources, which consist of 400 cubic feet of timber and 500 man-hours of labor.
Find the ad of this process - When m = 1 use SAS to simulate a realization of this process and Express the models in Problem using the B operator.
Find the least Upper bound (if it exists) and the greatest lower bound (if it exists) for the given set. {x:|x-2|≤5} and {1, 1/2, 1/3, 1/4,· · ·}
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