# AP Statistics Summer Assignment 17-18

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2 Part I: Why Statistics? Write a page explaining why high school students should take a statistics class. First, use evidence from the following sources to make your case: Then, write a paragraph explaining what you hope to gain from taking a class in Statistics. What are your reasons for signing up for this class? ****You should ve purchased a 5 Steps to a 5 by this point. For information on this, please see the first page of this assignment. Before starting the rest of the assignment, please read Ch. 5 (p.53-58), Ch.6 (p ), and Ch. 7 (p ) Page numbers may very slightly between different book versions but most are the same. Part II-Vocabulary: Define all bolded words in the reading and make flash cards for each one. We will have a quiz on these words on the first Friday of the school year. Part III-Problems: 1. Categorical or Quantitative Data? a. Number of students in a classroom b. Sex of students in a classroom c. Height of students in the classroom d. Temperature in the classroom e. Age f. Smoke or Not g. Republican, Democrat, or Neither h. Colors of the Rainbow i. Grade you are in j. Whether you are a freshman, sophomore, junior, or senior 2. Data Analysis In a rural town in Oklahoma during the 1970 s, the following data was collected concerning the age at which the eldest child in a family to get his/her license. The sample consists of 31 people, 16 males (M) and 15 females (F). M F a. Calculate the following statistics for the male and female data separately. i. Mean ii. Median

3 iii. Mode iv. Range b. Plot each set of data. Either use a stem-and-leaf plot or a dot plot. c. Looking at your plot, which data point(s) would be considered an outlier? d. Re-calculate part (a) above for the males, excluding the outlier if there is one. e. Summarize the effects of the outlier on the mean, median, mode, and the range. f. In statistics, often you will be required to interpret your data. In a paragraph, compare the two sets of data. 3. The following data describes the number of persons per household in the United States in the census years between 1850 and Year # of persons in household a. Construct a scatter plot of this data on graph paper. Put year on the x-axis and household size on the y- axis. Clearly label the axis, and give the graph a title. b. Using a straight edge or a ruler, carefully draw a line of best fit through the data. i. Estimate the slope of your best-fit line. Include proper units for your slope. ii. Use your graph and best-fit line to estimate the number of persons in a household in Suppose a set of data consists of 33 whole number observations. Its five number summary is (min, Q1, median, Q3, max)=(16, 20, 22, 30, 46). (This problem refers to box and whisker plots) a. What is the range of the data? b. How many observations are strictly less than 22?

4 c. Is it possible that there is no observation equal to 22? (explain briefly) d. How many observations are strictly less than 20? e. Is it possible that there is no observation equal to 20? (explain briefly) f. Construct a modified box plot. Part III: Using your TI Graphing Calculator Entering data into a list: STAT -> 1: Edit -> Enter data into appropriate list To clear a list: Scroll up to the list name and hit clear followed by the down arrow. To sort a list in ascending order: STAT->2: Sort A (L1) (go back to STAT->1: Edit to see your sorted list) To find the mean of a list: 2nd STAT -> Math -> 3: mean (L1) To find the median of a list: 2nd STAT -> Math -> 4: median(l1) Use the above data to do the following exercises: 2. Enter the data into a list (preferably L1). 3. Sort the list in ascending order and find the mode. 4. Find the mean of the data. 5. Find the median of the data. 6. Find the sum of the data. 7. Find the Standard Deviation (stddev( ) of the data. Part IV: Must Know the Basics (Show work when necessary) 1. Write 7% as a decimal. 2. Write 3/10 as a percent. 3. What is 25% of 500? 4. What is 12% of 82? 5. What is the probability of rolling a number greater than a 2 when rolling a fair 6- sided dice? 6. What does 3<x<20 mean if you were to put in words? 7. G(x) = 3x-5, find G(8). 8. Solve the following for z: b= r(z) + g 9. Solve the following for z: b= r(z) + z 10. Graph y=4x+3

5 11. Graph y=3 5x 12. Graph y = x 13. If the height of a human in inches is linearly related to their age in years, what would be the interpretation of a slope of 5.67? 14. Suppose that the scenario in #13 was represented by the equation A= h. What is the value 18.4 represent in the real world? ***It is very important that you complete this assignment in a timely manner. Do not procrastinate. It is okay to ask others for help or to share ideas, but it is in no way okay to copy each others work. Remember cheating results in a zero and this assignment is worth a test grade. That would be an awful way to start out the school year! Amidst all your summer assignments, most importantly don t forget to enjoy your summer! See you the first day of school!

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