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Evaluate integrals :
a) integral of [dz/(1 - z )^3 ] , C is circle |z| = 1/2
b) integral of [e^z/(1 - z )^3 ] dz , C is circle |z - 1| = 1/2
A2 b2 c2 . a3 b 3 c 3 Determinants and linear transformations Given a linear transformation T : Rn Rn . Then there exists a square matrix A such that T (x) = Ax. What is the signicance of det A in this situation?
Find an 85 percent confidence interval
What is the probability that x=5
Find the amount of material needed to create such logo.
brooklyn corporation manufactures cds. the machine that is used to make these cds is known to produce 6 defective cds.
The beans are selling for $0.80, $1.20, and $1.80 per pound. You want to know how much of each grade of bean to buy, based on the following assumptions given to you by the owner: The total weight of beans needed is 15,000 pounds to minimize shippi..
Assuming the distribution of the number of hours community college students study per week is normally distributed, approximately how many of the students in the sample study less than 3.7 hours per week?
Give a procedure for converting from the hexadecimal expansion of an integer to its octal expansion using binary notation as an intermediate step.
Calculate the multifactor productivity for this operation in fees generated per dollar of input.
Your boss has asked you to put together a report showing the relationship between these two variables. What could you present and why?
On each play the probability of winning is 0.432 and of losing 0.568. If the gambler begins with $2, what is the expected number of times that he will play before quitting? (Round your answer to 3 decimal places.)
a laboratory designed a radio telescope with 280 feet and maximum depth of 42 feet. The graph depicts a cross section of this telescope. Fine the equation of the parabola.
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