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Exponential distribution minitab 181/6/2023 ![]() This phase corresponds with the useful life of the product and is known as the "intrinsic failure" portion of the curve. The exponential distribution is also considered an excellent model for the long, "flat"(relatively constant) period of low failure risk that characterizes the middle portion of the Bathtub Curve.Examples include components of high-quality integrated circuits, such as diodes, transistors, resistors, and capacitors. The exponential distribution is frequently used to model electronic components that usually do not wear out until long after the expected life of the product in which they are installed.In other words, the phase before it begins to age and wear out during its expected application. The exponential distribution provides a good model for the phase of a product or item's life when it is just as likely to fail at any time, regardless of whether it is brand new, a year old, or several years old.
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