a phenomenon in which the change in one component of a multi…

a phenomenon in which the change in one component of a multiple schedule that increases or decreases the rate of responding on that component is accompanied by the response rate changing in the opposite direction on the other, unaltered component of the schedule.

  One of the requirements that must be met before constructi…

  One of the requirements that must be met before constructing a confidence interval for a population proportion is that there be at least 5 successes and 5 failures. Describe why the following scenario meets this condition. In a study of the accuracy of fast food drive-through orders, approximately 20% of the 264 Burger King orders were inaccurate. Note: You do not need to construct a confidence interval. You just need to determine whether the condition is met.  Problem adapted from book.