Let’s say that you saw dark clouds today. There is a 70% chance of seeing dark clouds today given that it will rain tomorrow (from historical data). There is a 20% chance of seeing dark clouds today given that it won’t rain tomorrow (again from historical data). There is a 50% chance of seeing dark clouds regardless of whether or not it will rain. The current knowledge without any extra information is that there is a 30% chance of rain tomorrow. What is the updated probability of rain tomorrow given that we saw dark clouds today? Hint: Let A be the event that it will rain tomorrow and B be the event that you observed dark clouds today. You need to find P(A|B). Use the tree diagram and Bayes theorem.

What is the dose of the medication listed on the label below (including units)?  

 A patient complains of a “tingling” feeling in her lips during an incentive spirometry treatment. The RT should instruct the patient to ___________________.

An alert and cooperative 28-year-old woman with no prior history of lung disease underwent cesarean section 16 hr earlier. Her x-ray film currently is clear. Which approache to preventing atelectasis would you recommend for this patient?

In 3-4 sentences write about something that you studied that was not on this exam. 

Suppose a thread is created using the Thread class in an Android’s Main Activity. What can this thread change in the system?

What class of devices is used for data processing in the Internet of Things (IoT)?

The biological species concept relies mainly on ____________________ to define a species. 

A student proposes that left-handedness is a recessive trait and is hidden in much of the human population. A survey of his class of 36 students finds that 9 students are left-handed. Using the Hardy-Weinberg formula, what would be the expected allelic and genotypic frequencies in this theoretical population?

Chart with prompts that is used to identify organisms based on the characteristics using a series of questions is