| 시간 제한 | 메모리 제한 | 제출 | 정답 | 맞힌 사람 | 정답 비율 |
|---|---|---|---|---|---|
| 1 초 | 2048 MB | 859 | 647 | 618 | 76.391% |
You are spending the day at the CEMC’s funfair. One of the rides at the funfair is a roller coaster which has one train with a number of cars. Each car holds the same number of people.
When you arrive at the roller coaster, you see that there is a line. Your job is to determine whether or not you will be on the next train ride, assuming that every car is fully occupied for every ride.
The first line of input contains a positive integer, $N,ドル representing your place in line. For example, if $N$ is 5ドル$ then you are the fifth person in line.
The second line contains a positive integer, $C,ドル representing the number of cars the train has.
The third line contains a positive integer, $P,ドル representing the number of people a single car holds.
Output either yes or no, indicating whether or not you will be on the next train ride.
14 3 2
no
The train has 3ドル$ cars and each car holds 2ドル$ people. Therefore, 6ドル$ people can ride the next train. Since you are the 14ドル$th person in line, you will not be on the next train ride.
12 4 3
yes
The train has 4ドル$ cars and each car holds 3ドル$ people. Therefore, 12ドル$ people can ride the next train. Since you are the 12ドル$th person in line, you will be on the next train ride.