Can someone help with the last part? Not sure I understand it
In the given plot B we can see 65 is the first quartile i.e. 25% that means 25% of section B has score below 65.
So the answer is 25%
Can someone help with the last part? Not sure I understand it The boxplots below are...
The two Stem-and-Leaf plots below are data set for two searate exams, let's call them Exam scores, and then cam 2 scores. These are fictional exam scores) Exam 2 3 29 4 568 51689 6 357 7 229 679 7 1 3 5 7 80245677 9 038 907 (a) Calculate the mean and the Five Number Summary for these two distributions. (Round to I decimal place if necessary.) Exam 1: Exam 2: Min Qi Median Q3 Max Min 01 Median...
14. The boxplots below summarize the distributions of SAT verbal and math scores among students at an upstate New York high school: Boxplot of Hath, verbal so ... The Which of the following statements is false? A. The range of the math scores equals the range of the verbal scores B. The highest math score equals the median verbal score. The verbal scores are roughly symmetric while the math scores are skewed to the left. D. The interquartile range for...
Question 2 3 pts The boxplots below show the distribution of test scores for two classes. Class A Class B 0 10 20 30 40 50 60 70 80 90 100 Test scores Which of the following statements is a valid conclusion that can be drawn from the boxplots? Choose all that apply. Class A and B have approximately the same percentage of students who scored 70 or higher on the test. Class A has a greater percentage of students...
Here are boxplots of the points scored during the first 10 games of the season for both Alex and Sue a) Summarize the similarities and differences in their performance so far. b) The coach can take only one player to the state championship Which one should she take? Why?a) Choose the correct answer below. A. Both girls have the same approximate median, but Alex has a larger IOR B. Both players are about the same, except Alex can score more points. C. Both girls have...
A professor teaches two sections of an introductory statistics course. He gives each section the same final and wonders if any significant differences exist between the medians of these sections. He draws a sample of seven scores from Section A and six scores from Section B. Section A Section B 75 62 87 93 74 7765 64 95 72 7885 80 Cli Click here for the Excel Data File o. Set up the hypotheses to test the claim that the...
Can someone answer 7-11 please Final Exam 1/13/19 Nam If two distributions have the same range, then what must be a) their high and low data values b) the entire distributions (e) their standard deviations d) the difference between their high and low data values e) their means 1. In a skewed distribution, the median is preferred over the mean as a measure of the center because a) the median is the most frequent number b) the mean may be...
The boxplots below show the distribution of test scores for two classes. Class A Class B 0 80 90 100 10 20 30 40 50 60 70 Test scores Which of the following statements is a valid conclusion that can be drawn from the boxplots? Choose all that apply. At least 25% of each class earned a B (80 or higher on the exam). Class B has more students than class A. Class A and B have approximately the same...
Hi! Can someone please help me with the following question? If you can show all your steps so I can understand the solution I would really appreciate it! Thanks :) 2- Below you can find scores of a test: {56,67,67,70,73,73,75,76,77,79,80,81,83,83,85,87,88,89,92,93 } (a) Obtain a frequency distribution for the test. (The number of bins and intervals should be determined according to the rules in the class slides). (b) Draw a frequency histogram. (c) Use the frequency distribution to compute the...
MODULE 5. MEASURES OF CENTER 40 Module 5.1 A Feel for Measures of Center Learning Goal: For the distribution of a quantitative variable, describe the overall pattern (shape, center, and spread) and striking deviations from the pattern. Specific Learning Objectives: Find the mean and median from different representations of data. Develop number sense with mean and median by creating different data sets with a given mean or median. 1) Here are two sets of exam scores, one for a class...
can someone help? I have my answers just want double check. thanks 10. Two fair dice are rolled and the sum of the numbers on their faces is observed. Find the probability that the sum is: a. Less that 2 b. Greater than 9 c. 7 d. Less than 5 11. Probability Experiments are described below. Describe the sample space for each of the following. 1. Tossing a coin. 2. Guessing the last digit of a telephone number. 3. Tossing...