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Don Williams uses his small motorboat to go 55 miles upstream to his favorite fishing spot. Against the? current, the trip takes five twelfths an hour. With the current the trip takes one fourths an hour. How fast can the boat travel in still? water? What is the speed of the? current?
Suppose than 2
Find the marginal cost function C', the marginal revenue function R', and the marginal profit function P'. The weekly demand for Pulsar DVD recorders is given.
In the job shop with FIFO rule, fmd the minimum number of workers needed at each station to avoid bottlenecks. A bottleneck occurs when average queue lengths.
If 10,800 cm2 of material is available to make a box with a square base and an open top, find the largest possible volume of the box.
Measurements at the four points show deflections of .07, .12, .16, and .12 cm. Determine the forces at the four points.
Define the following sequences in MATHEMATICA. yo = √2-1, z0 = 6-4√2, yk+1 = (1 - f(yk))/ (1+f(yk)), k≥0 and zk+1 = zk(1+yk+1)4 -22k+3 yk+1 (1 + yk+1 + yk+12).
Suppose in Exercise II that the producer is subjected to a tax of $10 per thousand units. What should his production level be in order to maximize profits?
Henry's boat has a top speed of 10 miles per hour in still water. While traveling on a river at top speed, he went 16 miles upstream in the same amount
Here is the question: What is the comparative growth, both in absolute terms and in percentage terms from 2014 to 2019 for the industry you have selected in each of the 3-4 countries and how might that impact your decision on prioritizing the cou..
Write the first 5 terms of the Taylor expansion for f(z), centered at 0 - Without computing f'(z), write the first 4 terms of the Taylor expansion for f'(z). centered at 0. What is the radius of convergence for this series?
Let f (x) = 2x3/ (3 - 3x)3. Find the equation of line tangent to the graph of f at x = 2. Let f (x) = 6x√(4 - 2x). Find the equation to the graph of f at x = -2.
Certain drugs such as heroin act on the brain to produce intense, temporary feelings of euphoria or pleasure. Some of them are physically addictive.
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