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Question: 1. In the exercise above, the pin will wobble if-it is too loose. Wobbling occurs if Min(h1, h2) - p ≥ 0.006. What fraction of the assemblies wobble? (Conditional probability-i.e., given that the pins go through)
2. Three points are chosen at random on the circumference of a circle. Estimate the probability that they all lie on the same semicircle, by Monte Carlo sampling methods. Perform 5 replications.
AVERAGE WEIGHT OF AN INFANT The following graph shows the weight measurements of the average infant from the time of birth (t = 0) through age 2 (t = 24).
Examine several newspapers and magazines and describe at least three examples of functions that you find. What is the domain and range of each function?
Part A: Describe the solution(s) to the equation by just determining the radicand. Show your work. Part B: Solve 4x2+ 8x - 5 = 0 by using an appropriate method. Show the steps of your work, and explain why you chose the method used.Part C: Solve 2x..
At each trial of a game, Don and Greg flip biased coins, simultaneously but independently. For each trial, the probability of heads is pD and pG for Don and Greg, respectively.
In one residence, cell phones, lap top computers and digital tvs are very popular among students. In fact, all of the students own atleast one of these items, although onlu 15 own all 3.
Your task as the nursing home administrator is determine the method for tracking and managing the patient account fund.
What is the nullity of the transformation of TsubA? What is the rank of the Transformation TsubA.
You are driving to Columbia, SC and due to a traffic jam can only go 30 Mph for the first 20 miles. After that you drive the remaining 90 miles at 60 mph. Sketch a graph of distance versus time and one of speed versus time.
In no less than 100 words please answer the following short answer discussion question: Why are the concepts of ratio and proportion not introduced in the lower elementary grades?
What is the distribution function of X
In a parking lot, there are 84 vehicles. All vehicles are either cars, trucks, or bicycles. There are twice as many trucks as bicycles, and twice as many cars as trucks.
Sally has scores of 88, 92, 80, and 96. Find the score she must make on the next exam to have an average of 90.
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