Constuct a Histogram. Use the class midpoints for the horizontal scale. Does the result appear to...
Make a relative histogram using midpoints, vertical scale ! The following table represents the amount of time a sample of college students spent studying in a week. Find the relative frequency for each class and make a relative frequency histogram of the data using midpoints. Use an appropriate vertical scale. HoursFrequency Relativefrequencv 7- 13 14-?? 15 21 20 21-27 28 -34
1. Given the following data: years 0-9 10-19 20-29 frequency 4 6 8 a. Identify lower class limits b. Identify upper class limits c. Identify the class boundaries 2. Given the following data: Cigarette CO (mg) Frequency 2-6 7-11 2 12-16 6 17-21 8 a. Identify the class width b. Identify the class midpoints c. Does the frequency distribution appear to have a normal distribution? 3. Histogram Cigarette Tar Frequency Table Tar (mg) Freq. 2-5 6-9 2 10-13 6 14-17...
Refer to the accompanying data set and use the 25 home voltage measurements to construct a frequency distribution with five classes. Begin with a lower class limit of 124.7 volts, and use a class width of 0.2 volt. Does the result appear to have a normaldistribution? Why or why not? Complete the frequency distribution below. Voltage (volts) Frequency 124.7− − − − − Voltages measurements from a home Day Home (volts) 1 125.0 2 125.3 3 125.1 4 125.4 5 ...
Use the given frequency distribution to find the (a) class width. (b) class midpoints. (c) class boundaries. Temperature (degreesF) Frequency 35 dash 37 1 38 dash 40 3 41 dash 43 5 44 dash 46 11 47 dash 49 7 50 dash 52 7
(3) Determine the class interval (Cl), the width of classes of it may be the difference two succeeding class midpoints (CM). The CM is the average between the limits of a class. For each computation, CI must be a whole number. It can be obtained by the equation CI-R/K-101.5/10-10.15 (4) Take the frequency distribution for each set of data On the basis of this method, the frequency distribution is as follows: Table 8.1. Frequency Distribution Class Total P PFF 41...
ne the class interval (CI), the width of classes of it may be the difference between any wo succeeding class midpoints (CM). The CM is the average between the limits of a class. For on, CI must be a whole number. It can be obtained by the equation (3) Determi each computati CI-R/K-101.5/10-10.15 (4) Take the frequency distribution for each set of data. On the basis of this method, the frequency distribution is as follows: Table 8.1. Frequency Distribution Frequency...
6) Draw a histogram for the frequency distribution in #5: or questions #7 – 10, use the data below: 15 8 27 10 23 14 7 13 12 8 10 9 15 17 6 14 11 18 14 25 7) Construct a grouped frequency distribution for the data above.
Identify the class? width, class? midpoints, and class boundaries for the given frequency distribution. Full data set Daily Low Temperature ?(degrees ?F) Frequency 45 dash 47 1 48 dash 50 3 51 dash 53 5 54 dash 56 11 Daily Low Temperature ?(degrees ?F) Frequency 57 dash 59 7 60 dash 62 7 63 dash 65 1 What is the class? width? Question #2 Does the frequency distribution appear to have a normal? distribution? Explain. Temperature ?(degrees ?F) Frequency 35...
c.) Create a labeled histogram by hand. Use the class boundaries as a scale for the x-axis. d.) What is the basic shape: uniform, normal (bell shaped), skewed left, or skewed right? e.) Calculate the coefficient of variation for the Superbowl margins. (Round the mean and standard deviation to at least 4 decimal places before calculating the coefficient of variation). f) Find the 5 number summary of the Superbowl margins using StatCrunch. g) Draw a labeled boxplot of the Superbowl...
The table below shows the frequency distribution of the weights (in grams) of pre-1964 quarters A. Weight (g) Frequency E 6.000-6.049 6.050-6.099 6.100-6.149 6.150-6.199 6.200-6.249 6.250-6.299 6.300-6.349 6.350-6.399 4 6.2 6.3 6.4 Weight (grams) 12 4 6.2 6.3 6.4 Weight (grams) Use the frequency distribution to construct a histogram. Does the histogram appear to depict data that have a normal distribution? Why or why not? 6.2 6.3 6.4 Weight (grams) Does the histogram appear to depict data that have a...