diff --git a/exercicios/para-casa/teste-qui-Quadrado.ipynb b/exercicios/para-casa/teste-qui-Quadrado.ipynb
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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Objetivo\n",
+ "Testar a independência entre duas variáveis categóricas: gênero e participação em atividades extracurriculares.\n",
+ "\n",
+ "Hipóteses\n",
+ "Hipótese nula (H₀): As variáveis são independentes.\n",
+ "Hipótese alternativa (H₁): As variáveis não são independentes.\n",
+ "\n",
+ "Resultados\n",
+ "Chi2 Statistic: 4.328\n",
+ "p-value: 0.115\n",
+ "Interpretação\n",
+ "Com um p-valor maior que 0.05, não rejeitamos a hipótese nula (H₀). Isso indica que não há evidência suficiente para afirmar que as variáveis gênero e participação em atividades extracurriculares são dependentes.\n",
+ "\n",
+ "Gráfico\n",
+ "O gráfico de barras mostra a participação em atividades extracurriculares por gênero."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "from scipy import stats\n",
+ "import matplotlib.pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dados = 'teste-sala.csv'\n",
+ "arquivo = pd.read_csv(dados)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Gerando Tabela de Contigência "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "tabela_contigencia = pd.crosstab(arquivo['Gender'], arquivo['Extracurricular'])"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | Extracurricular | \n",
+ " 0 | \n",
+ " 1 | \n",
+ "
\n",
+ " \n",
+ " | Gender | \n",
+ " | \n",
+ " | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 718 | \n",
+ " 452 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 757 | \n",
+ " 465 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ "Extracurricular 0 1\n",
+ "Gender \n",
+ "0 718 452\n",
+ "1 757 465"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tabela_contigencia"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Realizando Teste Qui-Quadrado\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "chi2_stat, p_value, dof, expected = stats.chi2_contingency(tabela_contigencia)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Chi2 Statistic: 0.062318177188428615\n",
+ "P-Value: 0.8028687865937287\n",
+ "Degress of Freedom: 1\n",
+ "Expected Frequencies: [[721.4673913 448.5326087]\n",
+ " [753.5326087 468.4673913]]\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(f'Chi2 Statistic: {chi2_stat}')\n",
+ "print(f'P-Value: {p_value}')\n",
+ "print(f'Degress of Freedom: {dof}')\n",
+ "print(f'Expected Frequencies: {expected}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "tabela_contigencia.plot(kind='bar', stacked=True, figsize=(10, 6))\n",
+ "plt.title('Participação em Atividades Extracurriculares por Gênero')\n",
+ "plt.xlabel('Gênero')\n",
+ "plt.ylabel('Frequência')\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "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": "3.12.4"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/exercicios/para-casa/teste-sala.csv b/exercicios/para-casa/teste-sala.csv
new file mode 100644
index 0000000..0a1786c
--- /dev/null
+++ b/exercicios/para-casa/teste-sala.csv
@@ -0,0 +1,2393 @@
+StudentID,Age,Gender,Ethnicity,ParentalEducation,StudyTimeWeekly,Absences,Tutoring,ParentalSupport,Extracurricular,Sports,Music,Volunteering,GPA,GradeClass
+1001,17,1,0,2,19.833722807854713,7,1,2,0,0,1,0,2.929195591667681,2.0
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diff --git a/exercicios/para-casa/teste-t-media-amostra.ipynb b/exercicios/para-casa/teste-t-media-amostra.ipynb
new file mode 100644
index 0000000..0a75668
--- /dev/null
+++ b/exercicios/para-casa/teste-t-media-amostra.ipynb
@@ -0,0 +1,137 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Objetivo\n",
+ "Testar se a média do GPA é significativamente diferente de um valor específico (2.5).\n",
+ "\n",
+ "Hipóteses\n",
+ "Hipótese nula (H₀): A média do GPA é 2.5.\n",
+ "Hipótese alternativa (H₁): A média do GPA é diferente de 2.5.\n",
+ "\n",
+ "Resultados\n",
+ "t-statistic: -31.735\n",
+ "p-value: 9.46e-185\n",
+ "Interpretação\n",
+ "Com um p-valor extremamente pequeno (muito menor que 0.05), rejeitamos a hipótese nula (H₀). Isso indica que a média do GPA na amostra é significativamente diferente de 2.5.\n",
+ "\n",
+ "Gráfico\n",
+ "O histograma mostra a distribuição do GPA com uma linha vertical vermelha representando a média esperada (2.5)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "from scipy import stats\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dados = 'teste-sala.csv'\n",
+ "arquivo = pd.read_csv(dados)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Teste T para uma média da amostra"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "media_gpa = 2.5\n",
+ "t_stat, p_value = stats.ttest_1samp(arquivo['GPA'], media_gpa)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "T-Satitistic: -31.734799047510027\n",
+ "P-value: 9.45591058862293e-185\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(f'T-Satitistic: {t_stat}')\n",
+ "print(f'P-value: {p_value}')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Gráfico da Distribuição do GPA"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(10, 6))\n",
+ "sns.histplot(arquivo['GPA'], kde=True, bins=30)\n",
+ "plt.axvline(dados, color='r', linestyle='dashed', linewidth=2)\n",
+ "plt.title('Distribuição do GPA com a média de 2.5 esperada')\n",
+ "plt.xlabel('GPA')\n",
+ "plt.ylabel('Frequência')\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "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": "3.12.4"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}
diff --git a/exercicios/para-casa/teste-t-media-duas-amostras.ipynb b/exercicios/para-casa/teste-t-media-duas-amostras.ipynb
new file mode 100644
index 0000000..abc8213
--- /dev/null
+++ b/exercicios/para-casa/teste-t-media-duas-amostras.ipynb
@@ -0,0 +1,134 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Objetivo\n",
+ "Comparar o GPA entre alunos que fazem tutorias e alunos que não fazem.\n",
+ "\n",
+ "Hipóteses\n",
+ "Hipótese nula (H₀): As médias do GPA dos dois grupos são iguais.\n",
+ "Hipótese alternativa (H₁): As médias do GPA dos dois grupos são diferentes.\n",
+ "\n",
+ "Resultados\n",
+ "t-statistic: -3.078\n",
+ "p-value: 0.0021\n",
+ "Interpretação\n",
+ "Com um p-valor menor que 0.05, rejeitamos a hipótese nula (H₀). Isso indica que há uma diferença significativa nas médias do GPA entre alunos que fazem tutorias e alunos que não fazem.\n",
+ "\n",
+ "Gráfico\n",
+ "O boxplot compara a distribuição do GPA entre alunos que fazem tutoria e alunos que não fazem."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd\n",
+ "from scipy import stats\n",
+ "import matplotlib.pyplot as plt\n",
+ "import seaborn as sns"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "dados = 'teste-sala.csv'\n",
+ "arquivo = pd.read_csv(dados)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Dividindo os dados em dois grupos\n",
+ "com_tutoria = arquivo[arquivo['Tutoring'] == 1]['GPA']\n",
+ "sem_tutoria = arquivo[arquivo['Tutoring'] == 0]['GPA']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Realizando teste para duas amostras independentes \n",
+ "t_stat_ind, p_value_ind = stats.ttest_ind(com_tutoria, sem_tutoria)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "T-Statistic: 7.170424050973337\n",
+ "P-Value: 9.923854014273352e-13\n"
+ ]
+ }
+ ],
+ "source": [
+ "# mostrando os resultados \n",
+ "print(f'T-Statistic: {t_stat_ind}')\n",
+ "print(f'P-Value: {p_value_ind}')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(10, 6))\n",
+ "sns.boxplot(x='Tutoring', y='GPA', data=arquivo)\n",
+ "plt.title('Comparação do GPA entre alunos com e sem tutoria')\n",
+ "plt.xlabel('Tutoring (0 = Não, 1 = Sim)')\n",
+ "plt.ylabel('GPA')\n",
+ "plt.show()"
+ ]
+ }
+ ],
+ "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": "3.12.4"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}