C++ Program Code: Dreamworld is known for his uniqueness and there are 2 different denomination coins in Dreamworld, 1-cent coins and 2 cents coins. They have two faces - heads and tails. Your job is to find a number of ways to make a line order for these coins so that their total value is N cents. The only condition in line planning is that the first coin in the plan should have heads at the top. All other coins can have tails or heads at the top. Take N = 2 as an example. Possible arrangements are (1H, 1H), (2H), (1H, 1T), where His primary and T is the tail. So there are 3 possible plans that cost 2 cents. Input: 3 1 3 Output: 1 8 3.

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C++ Program Code:
Dreamworld is known for his uniqueness and there are 2 different denomination coins in
Dreamworld, 1-cent coins and 2 cents coins. They have two faces - heads and tails.
Your job is to find a number of ways to make a line order for these coins so that their total
value is N cents. The only condition in line planning is that the first coin in the plan should
have heads at the top. All other coins can have tails or heads at the top.
Take N = 2 as an example. Possible arrangements are (1H, 1H), (2H), (1H, 1T), where H is
primary and T is the tail. So there are 3 possible plans that cost 2 cents.
Input:
3
1
2
3
Output:
1
8
3.
Transcribed Image Text:C++ Program Code: Dreamworld is known for his uniqueness and there are 2 different denomination coins in Dreamworld, 1-cent coins and 2 cents coins. They have two faces - heads and tails. Your job is to find a number of ways to make a line order for these coins so that their total value is N cents. The only condition in line planning is that the first coin in the plan should have heads at the top. All other coins can have tails or heads at the top. Take N = 2 as an example. Possible arrangements are (1H, 1H), (2H), (1H, 1T), where H is primary and T is the tail. So there are 3 possible plans that cost 2 cents. Input: 3 1 2 3 Output: 1 8 3.
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