b)
Histogram of Age for Males and Females
c)
Stem and Leaf Plots
From the above stem and leaf plots we can conclude that the mean height of females is less than males.
d)
We calculate the frequencies of Both Males and Females heights and then plot the below histograms.
Range |
Females Freq |
151-160 |
6 |
161-171 |
5 |
Range |
Males Freq |
167-176 |
4 |
177-186 |
5 |
I need help with 3b,3c,3d This exercise also gives you practice with the ideas of Unit...
Need 3b,3c,3d This exercise also gives you practice with the ideas of Unit 1, Sections 4 ("Summ for Qualitative Data") and 5 ("Graphical Summaries for Quantitative Data")"Data recorded on the age in years and height in cm of 20 high school students in a classroom. Females Males Age Height Age Height 170 154 160 15 15 16 15 15 15 16 16 15 15 16 156 153 166 163 167 151 15 16 16 15 15 15 15 14 15...
This exercise gives you practice with the ideas of Unit 1, Sections 4 ("Summaries for Qualitative Data") and 5 ("Graphical Summaries for Quantitative Data") Using the data below (source: Daniel, 6 edition page 30, problem 2.3.5), 7 10 12 4 8 7 3 8 5 12 11 381113 104 8 13 17 17 34 5 5 3 1 17 10 47 7 118 2a. By hand, construct a stem and leaf display. 2b. By hand, construct a frequency table with...
I need 3b and 3c Cicrise gives you practice putting it all together The following table shows the age distribution of cases of a certain disease reported during a year in a particular state. Age Number of Cases 5-14 15-24 25-34 35-44 45-54 55-64 10 20 TOTAL 75 3a. Construct a frequency table with columns for class endpoints, class midpoint, frequency, relative frequency, cumulative frequency, and cumulative relative frequency 3b. Construct a cumulative relative frequency plot of the data. Use...