The two-way table represents the results of a random survey taken to determine the preferred vehicle for male and female drivers. Given that the participant is a female, which choice is the conditional relative frequency that she prefers an SUV?
A) 0.25
B) 0.55
C) 0.75
D) 0.87
*I need a little help on this. There's a chart, but I'm not allowed to post links.*
0.75
The table shows the results of a survey on the preferred flavor ice cream. Based on this survey what is the probability that the person who prefers chocolate ice cream is an adult
To determine the conditional relative frequency that a female participant prefers an SUV, we need to use the information provided in the two-way table. However, since you are unable to post the link to the table, I'll provide a general explanation of how to calculate the conditional relative frequency using the given information.
Step 1: Identify the relevant information from the table.
Look for the row that represents females and the column that represents the preference for SUVs.
Step 2: Find the total count for female participants.
In the row that represents females, add up the count for each preference category (SUV, Sedan, Truck, etc.) to get the total count of female participants.
Step 3: Determine the count of females who prefer SUVs.
Find the count in the column that represents SUV preference for females.
Step 4: Calculate the conditional relative frequency.
To calculate the conditional relative frequency, divide the count of females who prefer SUVs (identified in Step 3) by the total count of female participants (identified in Step 2).
Step 5: Choose the option with the calculated value.
After calculating the conditional relative frequency, compare it to the given options (A through D) and choose the option that matches the calculated value.
Please provide the specific counts from the two-way table, and I can guide you through the calculation to find the correct answer.