his summer, you're considering applying for internships at various companies, the Fujiko Enterprises Ltd is one among them. You are currently seated for an in-person interview with Doraemon after passing the initial round of testing. Doraemon is preparing a trip back to his world. It is critical that he understands the day he gets there. Unlike us, they don't observe the 7-day workweek. Rather, they have a 10-day workweek that consists of the following days: Day Number Name of Day1 Ekday2 Doday3 Theenday4 Chaarday 5 Paanchday6 Chayday7 Saathday8 Kryptonday9 Coluday10 Daxamday Here are the rules of the calendar:The calendar starts with Ekday always.It has only 296 days. After the 296th day, it goes back to Ekday.You begin your journey on a Ekday and will reach after n days. You have to tell on which day you will arrive when you reach there. Example Input3110300 Example OutputDodayEkdayPaanchday ExplanationWe arrive 1 day after Ekday, which is day #2 -> DodayWe arrive 10 days later, which means a week later. Thus we arrive at day #11 -> EkdayWe arrive 300 days later on day # 301. After 296 days of journey, we finish the calendar year. We start again from Ekday (297th day) -> Doday (298th day) -> Theenday (299th day) -> Chaarday (300th day) -> Paanchday (301st day)
Question
his summer, you're considering applying for internships at various companies, the Fujiko Enterprises Ltd is one among them. You are currently seated for an in-person interview with Doraemon after passing the initial round of testing. Doraemon is preparing a trip back to his world. It is critical that he understands the day he gets there. Unlike us, they don't observe the 7-day workweek. Rather, they have a 10-day workweek that consists of the following days: Day Number Name of Day1 Ekday2 Doday3 Theenday4 Chaarday 5 Paanchday6 Chayday7 Saathday8 Kryptonday9 Coluday10 Daxamday Here are the rules of the calendar:The calendar starts with Ekday always.It has only 296 days. After the 296th day, it goes back to Ekday.You begin your journey on a Ekday and will reach after n days. You have to tell on which day you will arrive when you reach there. Example Input3110300 Example OutputDodayEkdayPaanchday ExplanationWe arrive 1 day after Ekday, which is day #2 -> DodayWe arrive 10 days later, which means a week later. Thus we arrive at day #11 -> EkdayWe arrive 300 days later on day # 301. After 296 days of journey, we finish the calendar year. We start again from Ekday (297th day) -> Doday (298th day) -> Theenday (299th day) -> Chaarday (300th day) -> Paanchday (301st day)
Solution
To determine the day you will arrive when you reach there, you need to follow the rules of the calendar.
First, note that the calendar starts with Ekday always.
Next, understand that the calendar has a total of 296 days. After the 296th day, it goes back to Ekday.
Now, let's consider the example input of 3110300.
We arrive 1 day after Ekday, which is day #2. Therefore, the first day is Doday.
We arrive 10 days later, which means a week later. Thus, we arrive at day #11, which is Ekday.
Finally, we arrive 300 days later on day #301. After 296 days of journey, we finish the calendar year. We start again from Ekday (297th day) -> Doday (298th day) -> Theenday (299th day) -> Chaarday (300th day) -> Paanchday (301st day).
So, when you reach there after 3110300 days, you will arrive on Paanchday.
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