Question: I need the highlighted areas worked out and explained, thanks. 3. A system consists of three identical components. In order for the system to perform

I need the highlighted areas worked out and explained, thanks.

3. A system consists of three identical components. In order for the system to perform as intended, all of the components must perform. Each has the same probability of performance. If the system is to have a .92 probability of performing, what is the minimum probability of performing needed by each of the individual components? 4. A product engineer has developed the following equation for the cost of a system component: 2 11 11 Dhe robobility that the comnonent will oner- B D E F G I J A Problem 3 1 3. am+o0 Given: Probability of all three components must be equal. Probability that all three components will function, i.e., the system will function = 92 Let X = the probability that each component will function. We know the following from Rule 1: XxXxX= X = X= 10 11 12

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