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Suppose the time (in hours) until a machine needs realignment for a manufacturing system to function properly is a Weibull random variable with δ = 15 and β = 2. Find the probability that it will take at least 24 hours before alignment is needed.
Who is liable? Is it the workers who didn't follow proper safety procedures? Is it the supervisors and managers of the employees told them not to follow these safety procedures?
Prove Let D be a nontrivial connected digraph. Then D is Eulerian if and only if od(v)=id(v) for every vertex v of D. Od means the outdegree of a vertex v of a digraph D. (is the number of vertices of D that are adjacent from v.
A bike wheel has a diameter of 85cm. In one day the bike wheel does 380 revolutions. How far has the bike cycled. Give your answer to the nearest metre.
this fall the sports team were trying to raise some money for their new uniforms.they decide to sell day lillies.
Let s(t) = 64t - 2t2 represent the height in feet of a paper clip that is shot straight up in the air with a rubber band where t is in seconds. At what time is the paper clip at its maximum height
An ice cube that is 8 cm on each side is melting at a rate of 5 cm3 per minute. How fast is the length of the side decreasing?
What is the volume in Cubic Yards of a linear pile of dirt with the dimensions of 182 foot long by 20 foot wide by 7 foot tall with a slope of 13 feet?
The population is growing at about 6% each year. If the population in 2005 is 296.6 million, What will be the population in 2010?
an introduction where you introduce the question you are trying to answer and why you are interested in it, a methods section where you discuss how the data was collected, finally a results section where you analyze the data. Below is a more detai..
A time study was conducted by the production manager of Vista Vision to determine the length of time in minutes required by an assembly worker to complete.
Determine whether the sets are vector spaces - with the usual operations of vector - operations of vector addition and scalar multiplication
Give the components of the velocity vector of a boat that is moving at 40 km/hr in a direction 20° south of west. (Assume north is in the positive y-direction).
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