jupyter/1309_동물원.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "0e4c9d43",
   "metadata": {},
   "source": [
    "### 문제\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "fc6e3ac9",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T15:04:35.810658Z",
     "start_time": "2022-11-06T15:04:35.673780Z"
    }
   },
   "outputs": [],
   "source": [
    "! # 시작시간 체크"
   ]
  },
  {
   "attachments": {
    "image.png": {
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    }
   },
   "cell_type": "markdown",
   "id": "29fbeb5f",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "341133d6",
   "metadata": {},
   "source": [
    "문제 요약\n",
    "\n",
    "    우리의 크기 N이 주어집니다. 우리의 크기에 따라 사자를 배치하는 모든 경우의수를 9901로 나눈 나머지를 출력합니다.\n",
    "    사자는 가로, 세로로 붙어있게 배치할 수 없고, 사자를 한 마리도 배치하지 않는 경우도 하나의 경우의 수로 포함합니."
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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    }
   },
   "cell_type": "markdown",
   "id": "06f396f0",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "50c1b0eb",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T15:06:03.753540Z",
     "start_time": "2022-11-06T15:06:03.620586Z"
    }
   },
   "outputs": [],
   "source": [
    "! # 끝 시간 체크"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a5397c10",
   "metadata": {},
   "source": [
    "상상풀이\n",
    "\n",
    "    원소가 3개짜리인 dp를 만들어서 왼쪽배치로 시작하는 경우, 오른쪽 배치로 시작하는 경우, 배치하지 않는 것으로 시작하는 경우에\n",
    "    대해, dp 테이블을 채워서 마지막 원소를 모두 더해서 출력"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "88b63096",
   "metadata": {},
   "source": [
    "### 풀이"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "77ded1f0",
   "metadata": {},
   "outputs": [],
   "source": [
    "N = int(input())\n",
    "dp = [[0,0,0] for _ in range(N)]\n",
    "dp[0] = [1,1,1]\n",
    "\n",
    "for i in range(1,N):\n",
    "    dp[i][0] = (dp[i-1][1] + dp[i-1][2])%9901\n",
    "    dp[i][1] = (dp[i-1][0] + dp[i-1][2])%9901\n",
    "    dp[i][2] = sum(dp[i-1])%9901\n",
    "\n",
    "print(sum(dp[-1])%9901)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c73eee2a",
   "metadata": {},
   "source": [
    "### 주석 달린 풀이"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6532df5c",
   "metadata": {},
   "outputs": [],
   "source": [
    "N=int(input())\n",
    "## dp 테이블 초기화\n",
    "dp = [[0,0,0] for _ in range(N)]\n",
    "dp[0]=[1,1,1] # 왼쪽 채운 경우, 오른쪽 채운 경우, 안채운 경우\n",
    "\n",
    "for i in range(1,N):\n",
    "    dp[i][0] = (dp[i-1][1] + dp[i-1][2])%9901 # 왼쪽\n",
    "    dp[i][1] = (dp[i-1][0] + dp[i-1][2])%9901 # 오른쪽\n",
    "    dp[i][2] = sum(dp[i-1])%9901 # 안채우는 경우\n",
    "\n",
    "print(sum(dp[-1])%9901)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ed2b958",
   "metadata": {},
   "source": [
    "### 연습"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "ec705ae9",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T17:16:22.270058Z",
     "start_time": "2022-11-06T17:16:22.266955Z"
    }
   },
   "outputs": [],
   "source": [
    "N=4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0825a494",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T17:16:22.827283Z",
     "start_time": "2022-11-06T17:16:22.820987Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[[1, 1, 1], [0, 0, 0], [0, 0, 0], [0, 0, 0]]"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dp = [[0,0,0] for _ in range(N)]\n",
    "\n",
    "dp[0]=[1,1,1]\n",
    "\n",
    "dp"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "f824a87a",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T17:16:23.602915Z",
     "start_time": "2022-11-06T17:16:23.597063Z"
    }
   },
   "outputs": [],
   "source": [
    "for i in range(1,N):\n",
    "    dp[i][0] = (dp[i-1][1] + dp[i-1][2])%9901\n",
    "    dp[i][1] = (dp[i-1][0] + dp[i-1][2])%9901\n",
    "    dp[i][2] = sum(dp[i-1])%9901"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "a56a1587",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-11-06T17:16:32.971530Z",
     "start_time": "2022-11-06T17:16:32.960575Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "41"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(sum(dp[-1]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d8172422",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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