The exam does not ask you to name a data type. It asks you to compute something, and then scores whether the type you chose held the answer. An int that should have been a double loses the fraction silently, and a boolean printed as text is the only way to show a yes or no answer before selection is taught.
What you are given
Three variables are declared and assigned for you: int seats, int sold and double price.
The question
(a) Print the number of seats still unsold, as an int.
(b) Print the total revenue from the seats sold, as a double.
(c) Print the revenue that the remaining seats would add if they all sold.
(d) Print a boolean: true when the show is completely sold out.
What the reader is looking for
Write a code segment that prints four lines in rubric order.
Part (b) and part (c) are money. They must print with a decimal point, which means the expression has to be a double and not an int.
Part (d) has no if statement. A comparison IS a boolean value, so you can print the comparison itself.
Worked examples
These show what a correct answer prints. There are more cases you cannot see, and they use different values, so an answer built around just these numbers will fail.
Example 1 is given
int seats = 200;
int sold = 150;
double price = 12.5;
Example 1 output
50
1875.0
625.0
false
Example 2 is given
int seats = 80;
int sold = 80;
double price = 30.0;
Example 2 output
0
2400.0
0.0
true
Your answer
Main.java
Input for the Run button
How this is scored: your answer runs against every test case, and the fraction it passes becomes your score out of 4. That is not how a human AP reader marks a rubric, so treat the score as a check on whether your code works, and the rubric above as the thing you are actually practising.
Stuck?
Hint 1
An int times a double is a double, so sold * price already prints with a decimal point. You do not need a cast and you should not store it in an int.
Hint 2
Part (d) does not need an if. System.out.println(unsold == 0) prints the words true or false, which is what the question asks for.
Hint 3
Compute unsold once. Parts (a), (c) and (d) all depend on it, and three separate subtractions is three chances to write one of them backwards.
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