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1. CIS 115
CIS 115´Â ÄÄÇ»ÅÍ¿Í ÆÄÀ̽ãÀÇ ±âº» °³³äÀ» ¹è¿ï ¼ö ÀÖ¾ú´ø °ú¸ñÀ̾ú½À´Ï´Ù. ¼ö¾÷Àº TAµéÀÌ ÁøÇàÇß°í, ±³¼ö´ÔÀº ¿·¿¡¼ ÁöµµÇϼ̽À´Ï´Ù. ¸Å ¼ö¾÷¸¶´Ù PPT°¡ °øÀ¯µÇ¾ú°í, ÇÔ²² °³³ä°ú ÄÚµùÀ» °øºÎÇß½À´Ï´Ù. ¸Å ¼ö¾÷¸¶´Ù ¼÷Á¦°¡ ÀÖ¾ú°í, 3°³ÀÇ Ã©ÅÍ°¡ ³¡³¯ ¶§¸¶´Ù ÄûÁ Ä¡·¶½À´Ï´Ù. TAµéÀº ¾î¶°ÇÑ Áú¹®À̵ç Ä£ÀýÈ÷ ¼³¸íÇØÁÖ¾úÀ¸¸ç, ÁÁÀº ºÐÀ§±â ¼Ó¿¡¼ °øºÎÇÒ ¼ö ÀÖ¾ú½À´Ï´Ù. ¼÷Á¦´Â ¼ö¾÷¿¡¼ ¹è¿î ³»¿ëÀ» º¹½ÀÇÏ´Â ´À³¦À̾ú°í, ÄûÁî´Â ÁÖ¾îÁø ÄÚµù ¹®Á¦¸¦ Á¤È®È÷ ÇØ°áÇÒ ¼ö ÀÖ´ÂÁö ¹¯´Â ³»¿ëÀ̾ú½À´Ï´Ù.
2. ENG 100
ENG 100¿¡¼´Â ¹ßÇ¥, APA ¿¡¼¼ÀÌ, ±×¸®°í ÆÌij½ºÆ® Á¦ÀÛ ÃÑ 3°³ÀÇ °úÁ¦°¡ ÀÖ¾ú½À´Ï´Ù. ¼ºÀûÀº °á°ú¹°º¸´Ù´Â ¾ó¸¶³ª ³ë·ÂÀ» ±â¿ï¿´´ÂÁö¿¡ ´ëÇÑ Æò°¡¿´°í, Ä£±¸µé°úÀÇ ÀÇ°ß ¼ÒÅëµµ Áß¿äÇÏ°Ô »ý°¢Çϼ̽À´Ï´Ù. ¸ðµç °úÁ¦ÀÇ Final Draft ÀÌÀü¿¡ ±³¼ö´Ô°úÀÇ °³ÀÎ ´ë¸é ½Ã°£ÀÌ ÁÖ¾îÁ³À¸¸ç, °úÁ¦¹°¿¡ ´ëÇÑ Çǵå¹éÀ» Áï°¢ÀûÀ¸·Î ¹ÞÀ» ¼ö ÀÖ¾î ±ÛÀÇ ±¸¼ºÀ̳ª ½Ç¼ö¸¦ ¼öÁ¤ÇÒ ¼ö ÀÖ¾ú°í, ´öºÐ¿¡ ÁÁÀº ¼ºÀûÀ» ¾òÀ» ¼ö ÀÖ¾ú½À´Ï´Ù.
3. ETHN 101
¹ÎÁ·ÇÐ ¼ö¾÷À̾ú°í, ºñ´ë¸é ¼ö¾÷À» ½ÅûÇÏ¿© ¿Â¶óÀÎÀ¸·Î ÁøÇàµÇ¾ú½À´Ï´Ù. ¸ðµç °úÁ¦¿Í ½ÃÇèÀÇ ¸¶°¨ÀÏÀº ÇбⰡ ³¡³¯ ¶§±îÁö¿´±â ¶§¹®¿¡ À¯µ¿ÀûÀ¸·Î ÇнÀÇÒ ¼ö ÀÖ¾î ÁÁ¾Ò½À´Ï´Ù. ÃÑ 10°³ÀÇ ÄûÁî¿Í ¾ÆƼŬÀ» ¼öÇàÇØ¾ß ÇßÀ¸¸ç, 2°³ÀÇ ¿¡¼¼ÀÌ¿Í ½ÃÇèÀÌ ÀÖ¾ú½À´Ï´Ù. ÄûÁî´Â °¢ éÅ͸¶´Ù 50°³ÀÇ Áú¹®À¸·Î ÁøÇàµÇ¾ú°í, ½ÃÇèÀº ÀÌÀü¿¡ Ç®¾ú´ø ÄûÁî¿¡¼ 100¹®Á¦¸¦ Ãß·Á¼ ÁøÇàµÇ¾ú½À´Ï´Ù. ±¸¸ÅÇß´ø Ã¥À» ÇÑ ¹ø¸¸ ÀÐ°íµµ Å« ¾î·Á¿ò ¾øÀÌ ÄûÁ Ç® ¼ö ÀÖ¾úÀ¸¸ç, ±× ´öºÐ¿¡ ÁÁÀº ¼ºÀûÀ» ¾òÀ» ¼ö ÀÖ¾ú½À´Ï´Ù.
4. MATH 121
Çѱ¹ÀÇ ¼ö2¿¡¼ ¹è¿ì´Â ³»¿ëµé·Î ±ØÇÑ, ¿¬¼Ó¼º, ¹ÌºÐ°ú ÀûºÐÀ» ¹è¿ü½À´Ï´Ù. ÀÏÁÖÀÏ¿¡ 2¹ø ÀÖ´Â ÄûÁî¿Í ¸Å ¼ö¾÷¸¶´Ù ¼÷Á¦°¡ ÁÖ¾îÁ³°í, ½ÃÇèÀº Final exam Çϳª¸¸ ÀÖ¾ú½À´Ï´Ù. ±³¼ö´Ô²²¼ ½ÃÇèÀ» º¸±â Àü¿¡ ¾î¶² ÆÄÆ®¿¡¼ ½ÃÇèÀ» º¸´ÂÁö ¾Ë·ÁÁּ̰í, ±× ´öºÐ¿¡ ÁÁÀº ¼ºÀûÀ» ¾òÀ» ¼ö ÀÖ¾ú½À´Ï´Ù.