a list of 16 random numbers is given in the table below. use the frequency distribution tool to generate the…

a list of 16 random numbers is given in the table below. use the frequency distribution tool to generate the frequency and relative frequency distributions for this data.\n23 24 25 27 32 33 35 36\n38 39 42 42 44 47 47 52\ncopy data to clipboard\ndistribution of randomly generated data\nclass frequency relative frequency\n20 - 29 4\n30 - 39 6\n40 - 49 5\n50 - 59 1\nbelow is the frequency distribution tool for your convenience.

a list of 16 random numbers is given in the table below. use the frequency distribution tool to generate the frequency and relative frequency distributions for this data.\n23 24 25 27 32 33 35 36\n38 39 42 42 44 47 47 52\ncopy data to clipboard\ndistribution of randomly generated data\nclass frequency relative frequency\n20 - 29 4\n30 - 39 6\n40 - 49 5\n50 - 59 1\nbelow is the frequency distribution tool for your convenience.

Answer

Explanation:

Step1: Recall relative - frequency formula

Relative frequency = $\frac{\text{Frequency}}{\text{Total number of data points}}$ The total number of data points is $n = 16$.

Step2: Calculate relative frequency for 20 - 29 class

For the class 20 - 29, frequency $f_1=4$. Relative frequency $r_1=\frac{4}{16}=0.25$

Step3: Calculate relative frequency for 30 - 39 class

For the class 30 - 39, frequency $f_2 = 6$. Relative frequency $r_2=\frac{6}{16}=0.375$

Step4: Calculate relative frequency for 40 - 49 class

For the class 40 - 49, frequency $f_3 = 5$. Relative frequency $r_3=\frac{5}{16}=0.3125$

Step5: Calculate relative frequency for 50 - 59 class

For the class 50 - 59, frequency $f_4 = 1$. Relative frequency $r_4=\frac{1}{16}=0.0625$

Answer:

Class Frequency Relative Frequency
20 - 29 4 0.25
30 - 39 6 0.375
40 - 49 5 0.3125
50 - 59 1 0.0625