"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Criação do gráfico de linha\n",
+ "plt.figure(figsize=(10,5))\n",
+ "plt.plot(\n",
+ " media_ano[\"Year\"],\n",
+ " media_ano[\"Rating\"],\n",
+ " marker=\"o\"\n",
+ ")\n",
+ "plt.title(\"Evolução da nota média dos filmes ao longo dos anos\")\n",
+ "plt.xlabel(\"Ano\")\n",
+ "plt.ylabel(\"Nota média\")\n",
+ "plt.grid(True)\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 87,
+ "id": "e0147d60",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
\n",
+ "
Main_Genre
\n",
+ "
RevenueMillions
\n",
+ "
\n",
+ " \n",
+ " \n",
+ "
\n",
+ "
2
\n",
+ "
Animation
\n",
+ "
191.170213
\n",
+ "
\n",
+ "
\n",
+ "
0
\n",
+ "
Action
\n",
+ "
122.101449
\n",
+ "
\n",
+ "
\n",
+ "
1
\n",
+ "
Adventure
\n",
+ "
113.422535
\n",
+ "
\n",
+ "
\n",
+ "
9
\n",
+ "
Mystery
\n",
+ "
64.454545
\n",
+ "
\n",
+ "
\n",
+ "
7
\n",
+ "
Fantasy
\n",
+ "
63.000000
\n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Main_Genre RevenueMillions\n",
+ "2 Animation 191.170213\n",
+ "0 Action 122.101449\n",
+ "1 Adventure 113.422535\n",
+ "9 Mystery 64.454545\n",
+ "7 Fantasy 63.000000"
+ ]
+ },
+ "execution_count": 87,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Buscando o gênero principal de cada filme (o primeiro da lista de gêneros)\n",
+ "df[\"Main_Genre\"] = df[\"Genre\"].str.split(\",\").str[0]\n",
+ "\n",
+ "# Criação de média para gráfico de barras\n",
+ "receita_genero = df.groupby('Main_Genre').agg({'RevenueMillions':'mean'}).reset_index().sort_values(\"RevenueMillions\", ascending=False)\n",
+ "receita_genero.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 88,
+ "id": "62b4fe12",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Selecionando os 10 gêneros com maior receita média\n",
+ "top10 = receita_genero.head(10)\n",
+ "\n",
+ "# Criação do gráfico de barras\n",
+ "plt.figure(figsize=(10,6))\n",
+ "\n",
+ "plt.bar(\n",
+ " top10[\"Main_Genre\"],\n",
+ " top10[\"RevenueMillions\"]\n",
+ ")\n",
+ "plt.title(\"Top 10 Gêneros por Receita Média\")\n",
+ "plt.xlabel(\"Gênero\")\n",
+ "plt.ylabel(\"Receita Média (Milhões USD)\")\n",
+ "plt.xticks(rotation=45)\n",
+ "plt.tight_layout()\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ab57d1a5",
+ "metadata": {},
+ "source": [
+ "# Uso de IA \n",
+ "\n",
+ "Durante a realização do desafio, utilizei ferramentas de Inteligência Artificial como apoio pontual para esclarecer dúvidas específicas e acelerar algumas etapas de desenvolvimento. A IA foi utilizada principalmente para: \n",
+ "\n",
+ "Ajudar na conexão com o banco de dados \n",
+ "\n",
+ "Auxiliar na implementação da validação e padronização de datas no Case 1; \n",
+ "\n",
+ "Revisar e gerar comentários de código em alguns trechos da solução; \n",
+ "\n",
+ "Ajudar na interpretação da sigla \"TM\" no Case 2, sugerindo que poderia representar Ticket Médio; \n",
+ "\n",
+ "Auxiliar na formatação final dos valores da coluna TM para o padrão apresentado no desafio; \n",
+ "\n",
+ "Esclarecer dúvidas sobre filtros de datas em SQL; \n",
+ "\n",
+ "Apoiar a extração do gênero principal da coluna Genre no Case 3; \n",
+ "\n",
+ "Auxiliar na configuração de alguns parâmetros de visualização utilizando Matplotlib. \n",
+ "\n",
+ "Revisar os erros ortográficos no PDF \n",
+ "\n",
+ " \n",
+ "\n",
+ "Toda a lógica de negócio, modelagem das consultas SQL, definição das transformações, estruturação das soluções, interpretação dos dados, criação dos gráficos e validação dos resultados foram realizadas por mim. A IA foi utilizada como uma ferramenta de apoio técnico, semelhante ao uso de documentação, fóruns ou materiais de consulta, e não como substituta do raciocínio utilizado na resolução do desafio."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.10"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}