Based on the data in the table, answer the five questions that follow
The following table presents the details about the number of candidates who appeared in an entrance exam and percentage (%) of candidates who qualified the exam from two states P and Q during the years 2017-2021. Some values are missing in the table, and have to be computed, if required.
Year-wise Distribution of Candidates in an Entrance Exam
|
Year |
State P |
State Q |
||
|
Appeared |
Qualified |
Appeared |
Qualified |
|
|
2017 |
1800 |
60% |
1520 |
30% |
|
2018 |
2400 |
43% |
- |
40% |
|
2019 |
- |
60% |
1040 |
60% |
|
2020 |
1920 |
70% |
800 |
70% |
|
2021 |
1520 |
- |
1320 |
- |
Let A and B represent the number of candidates appearing and qualifying from State Q in 2018 respectively. let C and D represent the number of candidates appearing and qualifying from State Q in 2021 respectively.
If A is \(33\frac{1}{3}\%\) more than C and B ∶ D = 11 ∶ 12, then what is B + D?