9. For each scenario described below, state whether or not the binomial distribution is a reasonable model for the random variable and why. State any assumptions you make. a. A production process produces thousands of temperature transducers. Let X denote the number of nonconforming transducers in a sample of size 30 selected at random from the process. b. Four identical electronic components are wired to a controller that can switch from a failed component to one of the remaining spares. Let X denote the number of components that have failed after a specified period of operation. c. Let X denote the number of accidents that occur along the federal highways in Arizona during a one-month period. d. Let X denote the number of correct answers by a student taking a multiple-choice exam in which a student can eliminate some of the choices as being incorrect in some questions and all of the incorrect choices in other questions. e. A filling operation attempts to fill detergent packages to the advertised weight. Let X denote the number of detergent packages that are underfilled out of a sample of 100. f. Let X denote the number of surface flaws in a large coil