a cell phone company surveyed 200 random customers on whether they were satisfied with their phone service…

a cell phone company surveyed 200 random customers on whether they were satisfied with their phone service. they also noted which service plan each customer had. the results are shown in the frequency table below. use this table to create a relative - frequency table.\n\n| | plan a | plan b | total |\n|--|--|--|--|\n| satisfied | 104 | 64 | 168 |\n| not satisfied | 8 | 24 | 32 |\n| total | 112 | 88 | 200 |\n\ndrag each tile to the correct cell in the table.\n4% 56% 100% 16% 44% 12% 32% 84% 52% \n\n| | plan a | plan b | total |\n|--|--|--|--|\n| satisfied | | | |\n| not satisfied | | | |\n| total | | | |

a cell phone company surveyed 200 random customers on whether they were satisfied with their phone service. they also noted which service plan each customer had. the results are shown in the frequency table below. use this table to create a relative - frequency table.\n\n| | plan a | plan b | total |\n|--|--|--|--|\n| satisfied | 104 | 64 | 168 |\n| not satisfied | 8 | 24 | 32 |\n| total | 112 | 88 | 200 |\n\ndrag each tile to the correct cell in the table.\n4% 56% 100% 16% 44% 12% 32% 84% 52% \n\n| | plan a | plan b | total |\n|--|--|--|--|\n| satisfied | | | |\n| not satisfied | | | |\n| total | | | |

Answer

Explanation:

Step1: Calculate relative - frequency for Satisfied, Plan A

To find the relative - frequency, divide the frequency of Satisfied, Plan A by the total number of customers. $\frac{104}{200}=0.52 = 52%$

Step2: Calculate relative - frequency for Satisfied, Plan B

Divide the frequency of Satisfied, Plan B by the total number of customers. $\frac{64}{200}=0.32 = 32%$

Step3: Calculate relative - frequency for Satisfied, Total

Divide the frequency of Satisfied, Total by the total number of customers. $\frac{168}{200}=0.84 = 84%$

Step4: Calculate relative - frequency for Not Satisfied, Plan A

Divide the frequency of Not Satisfied, Plan A by the total number of customers. $\frac{8}{200}=0.04 = 4%$

Step5: Calculate relative - frequency for Not Satisfied, Plan B

Divide the frequency of Not Satisfied, Plan B by the total number of customers. $\frac{24}{200}=0.12 = 12%$

Step6: Calculate relative - frequency for Not Satisfied, Total

Divide the frequency of Not Satisfied, Total by the total number of customers. $\frac{32}{200}=0.16 = 16%$

Step7: Calculate relative - frequency for Total, Plan A

Divide the frequency of Total, Plan A by the total number of customers. $\frac{112}{200}=0.56 = 56%$

Step8: Calculate relative - frequency for Total, Plan B

Divide the frequency of Total, Plan B by the total number of customers. $\frac{88}{200}=0.44 = 44%$

Step9: Calculate relative - frequency for Total, Total

Divide the frequency of Total, Total by the total number of customers. $\frac{200}{200}=1 = 100%$

Answer:

Plan A Plan B Total
Satisfied 52% 32% 84%
Not Satisfied 4% 12% 16%
Total 56% 44% 100%