Which lung disorders make up the acronym CBABE?                I. bronchitis             II. asthma            III. cystic fibrosis            IV. emphysema

What is a common site for misplacement of endotracheal tubes during emergency intubation?

What is the term for widening of the nostrils that can occur during respiratory distress?

Which one of the lung capacities is the smallest?

Which of the following are primary components of the upper airway?

If a video game company approaches Conan O’Brien to do a Clueless Gamer video to review their game, they are most likely engaging in…

Which Jenner was featured in the controversial 2017 Pepsi ad we discussed in class?

We surveyed 19 households in a neighborhood and asked the number of pets in each household. The data is as follows: 0, 0, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 5, 5, 6, 7 (a) Fill in the frequency table below.  Keep answers as a fraction as needed. Data Frequency Relative Frequency 0 [1] [2] 1 [3] [4] 2 [5] [6] 3 [7] [8] 4 [9] [10] 5 [11] [12] 6 [13] [14] 7 [15] [16] (b) What is my sample mean rounded to 2 decimals? You may use your calculator. State the calculator buttons used. [mean] (c) What is my sample standard deviation rounded to 2 decimals? You may use your calculator. State the calculator buttons used. [stdev] (d) Construct a max/ min box plot on your scratch paper. 

The dog food company claims that the mean weight of a bag of food is 30 pounds.  A sample of 36 bags of food found the sample mean to be 29.6 pounds with a standard deviation of 0.5 pounds. We want to test if the dog food bags actually weigh less than 30 pounds. Conduct a hypothesis test at the 0.05 significance level. (a) State the null and alternative hypothesis on your scratch paper. (b) Using your calculator find the test statistic. Round to 1 decimal places. [teststat] (c) State the p-value. [c] enter exactly what your calc outputs.  (d) Do you reject the null hypothesis or fail to reject the null hypothesis? [d]      Why? State on your scratch paper.  (e) Interpret your decision. State on your scratch paper.   

The length of planarian flatworms found on the riverbanks of the Ohio River follows a uniform distribution that ranges between 12 and 23 millimeters. (a) What is the probability the length was greater than 20 millimeters? [1] (b) Sketch a graph of this distribution on your scratch paper. Did you do this? [yes] (c) State the mean. [mean] (d) Find the . [prob]