(Logic Operations and Equivalence MC)The table shows a rando…

(Logic Operations and Equivalence MC)The table shows a random sampling of people’s favorite types of pizza crusts and toppings. Age Favorite Type of Crust Favorite Pizza Toppings 8 thin pepperoni 14 thick pineapple 15 thick pepperoni 18 thin pineapple p: Thin is their favorite type of crust.q: Pepperoni is their favorite pizza topping.Write a logical function to represent the people with a favorite crust type of thick and a favorite pizza topping of pepperoni.

(Logic and Truth Tables HC)Two propositional statements are…

(Logic and Truth Tables HC)Two propositional statements are given.p: Some koalas sleep during the day.q: All koalas stay up late.Part A: Write a logical function to represent If some koalas sleep during the day, then some koalas do not stay up late. (5 points)Part B: Determine the truth table values for the column ~p → q. (5 points) p q ~p ~q ~p → q T T F F   T F F T   F T T F   F F T T  

(Linear Models MC)Data collected from real estate agents wer…

(Linear Models MC)Data collected from real estate agents were used to calculate the model ŷ = 89x + 102,790, where x represents the size of a house in square feet and ŷ represents the predicted selling price of the house in dollars. Using the model, predict the size of a house that sells for $350,000.

(Comparing Data HC)Salary data were gathered from two compan…

(Comparing Data HC)Salary data were gathered from two companies and displayed in the stacked box plots.Part A: Compare the appropriate measure of center based on the shapes of the distributions. Explain your choice. (3 points)Part B: Compare the appropriate measure of variability based on the shapes of the distributions. Explain your choice. (3 points)Part C: Which company is better to work for if you are an average worker? Justify the answer. (4 points)

(Interpreting Data Distributions HC)Data were gathered and d…

(Interpreting Data Distributions HC)Data were gathered and displayed in the stem-and-leaf plot. 1 5 7 7 8 2 0 0 1 2 4 4 5 7 8 9 3 0 1 2 2 2 4 5 8 8 4 1 2 3 4 5 8 9 5 0 1 5 6 6 1 3 9 Key: 1|5 represents 15 Part A: Identify the shape of the distribution. (2 point)Part B: Suppose an outlier is added to the data set. If the resulting mean is higher with the outlier than without, state a possible value of the outlier. Justify the answer. (4 points)Part C: Which measure is more appropriate to use to describe the shape of the distribution? Justify the answer based on the shape of the distribution. (4 points)