From e0f0a7b19ee78ba7cdf29337f2eacb351439cd15 Mon Sep 17 00:00:00 2001 From: Maanak Arora Date: Sun, 23 Jun 2019 12:44:36 +0530 Subject: [PATCH] maanak_arora homework solution added --- .DS_Store | Bin 0 -> 6148 bytes maanak_arora/class_02_assignment.ipynb | 163 +++++++++++++++++++++++++ 2 files changed, 163 insertions(+) create mode 100644 .DS_Store create mode 100644 maanak_arora/class_02_assignment.ipynb diff --git a/.DS_Store b/.DS_Store new file mode 100644 index 0000000000000000000000000000000000000000..11f22e4343f7ded0f5525eb65b4310ab99b24a7c GIT binary patch literal 6148 zcmeHKOK;Oa5T0!V*bPEPDpHX+ti%Bh5u{2X2QF?%k&qA|T(t)Z?mD&_3&$JTPJM_X zS)36+066lv@gI1cIdkMsaE94OfheSc3m~*3&3^lsnazIQoy`IO>5Rfv00#gpRDrc6 zEPf(lTHmJxTpNRi8!>lc*yQ2TujhDn?k&E`k4uvj~C^q6HY)$RI;x_!^<^U^C=G0HnE z^PMwZ97X}lw&SqqZ${}x675Int?ULXqU^3P-sC(%1660iRveYSvwW4O1&h-tlkrrH zo$WXcdD-EkG|Z*F4le7rS<%Nh)>(J=lU#^x*}k(f9=BST8nm_6o;2vV-EKDMTI=#; zVq4bfbJyfHC7671cfM9MCD5K6N4ys?5En!)mSN1?m+b8gXo!wexVRKJI1Hd z9EhvXl!gJrz%&Dks_BUPe`Egpf7;2k3w4V|E=k|5Gm8^ 0.5 and x <= 0.7:\n", + " list_ran.append(\"b\")\n", + " if x > 0.7:\n", + " list_ran.append(\"c\")" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(array(['a', 'b', 'c'], dtype='" + ] + }, + "execution_count": 29, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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\n", 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