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Question: A fluid is flowing along a cylindrical pipe of radius a in the direction. The velocity of the fluid at a radial distance r from the center of the pipe is v→ = u(1-r2/a2)i→.
(a) What is the significance of the constant u?
(b) What is the velocity of the fluid at the wall of the pipe?
(c) Find the flux through a circular cross-section of the pipe.
Prepare the name of congruent angles from the given figure - Name every angle that is congruent to (has the same measure as) angle ACD.
At a local bookstore, books that normally cost b dollars are on sale for10 dollars off the normal price. How many dollars does it cost to buy 3 books on sale?
Question 1: Choose and evaluate one example of a current global corporation and how they managed their global organizational structure.
Bork (B) got 18 on quiz 0 and improves by 2 points each week. Brenda (R) got 15 on quiz 0 and improves by 3 each week. Write an equation for each (I did this). Let x= quiz number.
Dewey Cheatam invests $3,500 at the beginning of each quarter for 10 years at a rate of 11% compounded daily. What is the future value of Dewey's investment?
The highest spot on earth is on Mount Everest in Nepal-Tibet at 8,848 meters. The lowest point on the earth's crust is the Mariana's Trench in the North Pacific Ocean at 10,923 meters below sea level. What is the distance between the highest and t..
For each course at a university, there may be one or more other courses that are its prerequisites. How can a graph be used to model these courses.
Discuss at least three factors a service industry such as an Airline need to consider when forecasting demands? How do these factors affect operation decisions?
1 .what results in your departments seem to be correlated or related to other activities? how could you verify this?
What is Handshake probability. Rosie Raccoon went up a tree, which was ten feet and three. Every day she climbed eleven, every night she came down seven
Establish the independence of n events - We have two coins the first is fair and the second two-headed. we pick one of the coins at random. we loss toss it twice and heads shows both times. Find the probability that the coin picked is fair.
Find the height of the tower, if the distance of the observer from the tower is 120 m.
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