From 19f1cb5910361a82db0620551ff17a967cf6523c Mon Sep 17 00:00:00 2001 From: pavanshinde7494 <64213894+pavanshinde7494@users.noreply.github.com> Date: Thu, 24 Feb 2022 17:05:01 +0530 Subject: [PATCH 1/2] PRN Written --- Student assignment updates.txt | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Student assignment updates.txt b/Student assignment updates.txt index 9979d7c..e752038 100644 --- a/Student assignment updates.txt +++ b/Student assignment updates.txt @@ -1,2 +1,2 @@ -Write your name and PRN no +2019BTECS00110 Hello Updated From 0f33686d163bded0be8044f9fa659aac13581fb2 Mon Sep 17 00:00:00 2001 From: pavanshinde7494 <64213894+pavanshinde7494@users.noreply.github.com> Date: Thu, 24 Feb 2022 17:06:36 +0530 Subject: [PATCH 2/2] Added Files --- 2019BTECS00110_02/Assignment02.zip | Bin 0 -> 358665 bytes 2019BTECS00110_02/Assignment02_Q2.ipynb | 451 ++++++++++++++++++++++++ 2019BTECS00110_02/Assignment2.docx | Bin 0 -> 369652 bytes 3 files changed, 451 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pd.read_csv('https://archive.ics.uci.edu/ml/machine-learning-databases/cpu-performance/machine.data')\n", + "dataSet.head()\n" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 206 + }, + "id": "gSjUwm8Ck3LV", + "outputId": "f2061d8b-6567-4ee6-e185-30a1d27227d5" + }, + "execution_count": 22, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/html": [ + "\n", + "

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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "from sklearn.linear_model import LinearRegression\n", + "model = LinearRegression(fit_intercept=True)\n", + "model.fit(x[:, np.newaxis], y)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "ikfoZuTXsXzn", + "outputId": "1dbed67e-cde1-4dcc-b89e-35f877faff9c" + }, + "execution_count": 30, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "LinearRegression()" + ] + }, + "metadata": {}, + "execution_count": 30 + } + ] + }, + { + "cell_type": "code", + "source": [ + "xfit = np.linspace(0, 1200)\n", + "yfit = model.predict(xfit[:, np.newaxis])" + ], + "metadata": { + "id": "xcbAs8P5se3p" + }, + "execution_count": 31, + "outputs": [] + }, + { + "cell_type": "code", + "source": [ + "plt.scatter(x, y)\n", + "plt.plot(xfit, yfit);" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/", + "height": 268 + }, + "id": "a8pCekyAs4ew", + "outputId": "29b6a255-8c65-460c-a857-f1d5c54f2239" + }, + "execution_count": 32, + "outputs": [ + { + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {} + } + ] + }, + { + "cell_type": "code", + "source": [ + "print(\"Model slope: \", model.coef_[0])\n", + "print(\"Model intercept:\", model.intercept_)" + ], + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "uE5LoFGPs91n", + "outputId": "5ec156c0-75af-45c1-e34d-3c57d4a9c6ac" + }, + "execution_count": 33, + "outputs": [ + { + "output_type": "stream", + "name": "stdout", + "text": [ + "Model slope: 0.9297359226144815\n", + "Model intercept: 1.0633039469374381\n" + ] + } + ] + } + ] +} \ No newline at end of file diff --git a/2019BTECS00110_02/Assignment2.docx b/2019BTECS00110_02/Assignment2.docx new file mode 100644 index 0000000000000000000000000000000000000000..a6ff287d311f1033238ed7582c21215b3edb8c0e GIT binary patch literal 369652 zcmeFXg;!k7(=G}L4uKFPI3WaryM*8nAh-@bXmEFTO9)PIcO4`HgS#cT%?wU}po7EU za(KV*_kQ=>b?<+0POY`~UVHEEwYt0N>8gIJ)D)ki5u;$BV4C{Kdj~NqN%e zob%mm8ZB=%Q`O#V%_Q(wk5(?Tc-B=OlJceV@C^4gRLZz_#lt7TphH~F8Aa6j^y{nN 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