A system contains two components, C and D, connected in parallel diagram. as shown in the Assume C and D function independently. For the system to function, either C or D must function. If the probability that C fails is 0.08 and the probability that D fails is 0.12, find the probability that the system functions. If both C and D have probability p of failing, what must the value of p be so that the probability that the system functions is 0.99? If three components are connected in parallel, function independently, and each has probability p of failing, what must the value of p be so that the probability that the system functions is 0.99? If components function independently, and each component has probability 0.5 of failing, what is the minimum number of components that must be connected in parallel so that the probability that the system functions is at least 0.99? a. b. C. d.

A system contains two components, C and D, connected in parallel diagram. as shown in the Assume C and D function independently. For the system to function, either C or D must function. If the probability that C fails is 0.08 and the probability that D fails is 0.12, find the probability that the system functions. If both C and D have probability p of failing, what must the value of p be so that the probability that the system functions is 0.99? If three components are connected in parallel, function independently, and each has probability p of failing, what must the value of p be so that the probability that the system functions is 0.99? If components function independently, and each component has probability 0.5 of failing, what is the minimum number of components that must be connected in parallel so that the probability that the system functions is at least 0.99? a. b. C. d.

Algebra and Trigonometry (MindTap Course List)

4th Edition

ISBN:9781305071742

Author:James Stewart, Lothar Redlin, Saleem Watson

Publisher:James Stewart, Lothar Redlin, Saleem Watson

Chapter10: Systems Of Equations And Inequalities

Section10.CR: Chapter Review

Problem 3CC: What is a system of linear equations in the variables x, y, and z?

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