Question

	sports car	suv	truck	sedan	total
has a license	\\(\boxed{0.28}\\)	\\(\boxed{0.22}\\)	\\(\frac{32}{200} = 0.16\\)	\\(\boxed{0.18}\\)	\\(\boxed{0.14}\\)
total	\\(\frac{59}{200} = 0.295\\)	\\(\frac{45}{200} = 0.225\\)	\\(\boxed{0.70}\\)	\\(\frac{40}{200} = 0.20\\)	\\(\frac{200}{200} = 1.00\\)

part b
select an answer from each drop - down list to make each statement true.

among the students in the sample who do not have a drivers license, a truck is the most popular dream car

among the students in the sample who have a drivers license, a select (with options: sports car, suv, truck, sedan) is the most popular dream car.

the greatest proportion of students in the sample selected a se their dream car.

the smallest proportion of students in the sample selected a se sedan their dream car

Explanation:

Step1: Analyze "Has a License" row

We look at the values in the "Has a License" row for each car type: Sports Car (0.28), SUV (0.22), Truck (0.16), Sedan (0.18). The largest value here is 0.28, which corresponds to Sports Car.

Step2: Analyze "Total" row (proportions of each car type)

The "Total" row gives the proportion of each car type in the sample: Sports Car (0.295), SUV (0.225), Truck (0.70? Wait, no, wait the table: Wait, Truck's total is $\frac{?}{200}=0.70$? Wait, no, original table: Total row, Truck column: the box is 0.70? Wait, no, let's recalculate. Wait, the total for each car type: Sports Car total is $\frac{59}{200}=0.295$, SUV is $\frac{45}{200}=0.225$, Truck: let's see, the "Does Not Have a License" for Truck is $\frac{24}{200}=0.12$, "Has a License" is $\frac{32}{200}=0.16$, so total is $0.12 + 0.16 = 0.28$? Wait, no, the table has Truck total as 0.70? Wait, maybe a typo, but looking at the "Total" column for Truck: the "Total" row, Truck column is a box with 0.70? Wait, no, the "Total" row's last column is $\frac{200}{200}=1.00$. Wait, maybe the Truck total is $\frac{140}{200}=0.70$? Because 24 (no license) + 32 (has license) = 56? No, 24 + 32 = 56, 56/200=0.28. Wait, maybe the table has an error, but looking at the "Total" row for each car type: Sports Car 0.295, SUV 0.225, Truck (box) 0.70? No, that can't be, because 0.295 + 0.225 + 0.70 + 0.20 = 1.42, which is more than 1. So maybe a typo, but the "Has a License" row for Sports Car is 0.28, which is the highest among Has a License. For the total proportion of each car type, the "Total" row: Sports Car 0.295, SUV 0.225, Truck (let's check the "Does Not Have a License" and "Has a License" for Truck: 0.12 + 0.16 = 0.28, Sedan: 0.06 + 0.18 = 0.24? Wait, Sedan's "Does Not Have a License" is $\frac{12}{200}=0.06$, "Has a License" is 0.18, so total 0.24, but the table says Sedan total is $\frac{40}{200}=0.20$. So maybe the table has some errors, but the question is:

First, "Among the students in the sample who have a driver’s license, a [ ] is the most popular dream car." So we look at the "Has a License" row: Sports Car (0.28), SUV (0.22), Truck (0.16), Sedan (0.18). So 0.28 is the largest, so Sports Car.

Then, "The greatest proportion of students in the sample selected a [ ] as their dream car." The "Total" row gives the proportion of each car type in the sample. Sports Car: 0.295, SUV: 0.225, Truck: let's see, the "Total" row for Truck is a box with 0.70? No, that's impossible. Wait, maybe the Truck total is 0.70 in the table (even though it's wrong), but the "Total" row for each car type: Sports Car 0.295, SUV 0.225, Truck 0.70, Sedan 0.20. But 0.295 + 0.225 + 0.70 + 0.20 = 1.42, which is wrong. So maybe the Truck total is 0.28 (24 + 32 = 56, 56/200=0.28), and Sedan total is 40/200=0.20. Then 0.295 + 0.225 + 0.28 + 0.20 = 1.00. Ah, so the table has a typo in the Truck total box, it should be 0.28, but it's written as 0.70. But the "Has a License" row for Sports Car is 0.28, which is the highest. For the total proportion of each car type, the "Total" row: Sports Car 0.295, SUV 0.225, Truck 0.28, Sedan 0.20. Wait, no, the "Total" row for Sedan is $\frac{40}{200}=0.20$, which matches 0.06 (no license) + 0.14 (has license)? Wait, no, "Has a License" for Sedan is 0.18, so 0.06 + 0.18 = 0.24, but the table says $\frac{40}{200}=0.20$. So there are typos, but let's go with the given table values.

Wait, the "Has a License" row: Sports Car 0.28, SUV 0.22, Truck 0.16, Sedan 0.18. So maximum in Has a License is Sports Car (0.28).

For the total proportion of each car type (from "Total" row): Sports Car 0.295, SUV 0.225, Truck 0.70 (table says), Sedan 0.20. Wait, but 0.70 is the largest, so Truck? But that contradicts the sum. But maybe the table is correct as given. Wait, the "Total" row, Truck column is 0.70, so that's the proportion of students who selected Truck as dream car. So the greatest proportion is Truck (0.70), smallest is Sedan (0.20). But let's check the questions:

First question in Part B: "Among the students in the sample who have a driver’s license, a [ ] is the most popular dream car." So look at "Has a License" row: values are 0.28 (Sports Car), 0.22 (SUV), 0.16 (Truck), 0.18 (Sedan). So 0.28 is largest, so Sports Car.

Second question: "The greatest proportion of students in the sample selected a [ ] as their dream car." Look at "Total" row: Sports Car 0.295, SUV 0.225, Truck 0.70, Sedan 0.20. So 0.70 is largest, so Truck.

Third question: "The smallest proportion of students in the sample selected a [ ] as their dream car." Look at "Total" row: Sedan 0.20, which is smallest (0.20 < 0.225 < 0.295 < 0.70? No, 0.20 is smaller than 0.225 and 0.295, but 0.70 is largest. Wait, 0.20 (Sedan) is smaller than 0.225 (SUV), 0.295 (Sports Car), and 0.70 (Truck). So smallest is Sedan.

But let's confirm the first drop-down (Has a License):

"Among the students in the sample who have a driver’s license, a [Select] is the most popular dream car." The options are sports car, SUV, truck, sedan. The "Has a License" row values: sports car 0.28, SUV 0.22, truck 0.16, sedan 0.18. So 0.28 is the highest, so sports car.

Answer:

For "Among the students in the sample who have a driver’s license, a [ ] is the most popular dream car": sports car
For "The greatest proportion of students in the sample selected a [ ] as their dream car": truck (assuming the table's Truck total is 0.70, even with the sum error)
For "The smallest proportion of students in the sample selected a [ ] as their dream car": sedan

(Note: There might be table typos, but based on the given values, the above is the analysis.)