Brooklyn Corps manufactures CDs. The machine that is used to make these CDs is known to produce 6% defective CDs. The quality control inspector selects a sample of 100 CDs randomly every day and inspects them for being good of defective. if 8% or more of the CD's in the sample are defective, the process is stopped and the machine is readjusted. What is the probability that based on sample of 100 CDs the process will be stopped to readjust the machine, if the true percentage is 6%? what is the mean and standard deviation and shape of the sampling distribution for p-hat?