Question

two thousand one hundred frequent business travelers were asked which midwestern city they prefer: indianapolis, saint louis, chicago, or milwaukee. one hundred and fifteen liked indianapolis best, 400 liked saint louis, 1,365 liked chicago, and the remainder preferred milwaukee. develop a frequency table and a relative frequency table to summarize this information.
note: round
elative frequency\ answers to 3 decimal places.
city | frequency | relative frequency
indianapolis | |
saint louis | |
chicago | |
milwaukee | |

Explanation:

Step1: Calculate Milwaukee's frequency

Total travelers = 2100. Sum of other frequencies: $115 + 400 + 1365 = 1880$. Milwaukee frequency: $2100 - 1880 = 220$

Step2: Compute Indianapolis relative frequency

Divide its frequency by total: $\frac{115}{2100} \approx 0.055$

Step3: Compute Saint Louis relative frequency

Divide its frequency by total: $\frac{400}{2100} \approx 0.190$

Step4: Compute Chicago relative frequency

Divide its frequency by total: $\frac{1365}{2100} = 0.650$

Step5: Compute Milwaukee relative frequency

Divide its frequency by total: $\frac{220}{2100} \approx 0.105$

Answer:

City	Frequency	Relative Frequency
Saint Louis	400	0.190
Chicago	1365	0.650
Milwaukee	220	0.105