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1. Evaluate ∫cf(z)dz where f(z) = and C is the path from z= -1-I to z = 1+I along the curve y = x3.
2. Evaluate ∫c zmz-n dz where m & n are integers and C is the full unit circle centered at the origin taken counterclockwise.
3. Evaluate the contour integral ∫c f(z)dz where the function f(z) is:
a) 1/z2+4 b) 1/(z2+4)2 and C is the circle |z-i| = 2.
4. Evaluate ∫c zmz-n dz where m & n are integers and C is the a quardrant of the full unit circle centred at the origin taken counterclockwise and joining 1 & the complex number "i".
r of a concession stand can sell 150 lunches per day at a price of $3 EACH. tHE COST TO THE owner is $2.25 per lunch. Each $0.25 price increase decreases sales by 30 lunches per day. What should be charged to maximize profit?
If the contracted cost to the company to repair a refrigerator is $150, what is the expected value of the cost to the compnay per refrigerator?
Will you be able to assist this evening? I will upload the questions around 9:00 p.m. central, and need them completed within the hour.
The distance required to stop an automobile consists of both thinking and braking components each of which is a function of its speed. The following experimental data was collected to quantify this relationship. Develop a best-fit equation for bot..
to determine the number of deer in a game preserve, conservationist catches 524 deer, tags them and lets them loose. later 500 deer are caught, 250 of them are tagged. How many deer are in the preserve.
How much will this ordinary annuity be worth at the end of the 12 years?
An estimated 8% of men and O.5% of women are colorblind. If a colorblind person is selected at random, what is the probability that the person is a man?
The Marginal profit function.
(Management wants to ensure that only 1% of cans are under-filled.) Scenario 1: If the mean fill of the cans remains at 12.1 ounces, what standard deviation does the filling machine need to achieve this goal?
Determine the following before deciding a prescription: (a) maximize effectiveness at the least cost; (b) maximize effectiveness at a fixed cost of $10,000; (c) achieve a fixed-effectiveness level of 6,000 units of service at a fixed cost of $20,0..
Is empty set a symmetric relation? Prove or disprove.
Which method do you prefer when solving a system of equations? Why? What circumstances would cause you to use a different method?
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