<P>ÀûºÐ Ç®´Ù°¡ ¸ð¸£´Â ¹®Á¦¿Í °³³äÀÌ À־ä.</P> <P>¸ÕÀú, °³³ä.</P> <P><img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="http://www.mathlove.kr/shop/data/editor/1327717373.jpg"></P> <P>Á¦ »ý°¢¿¡´Â, ÀÌ°Ô f(x+a)·Î ³ª¿Í¾ß ÇÒ °Í °°Àºµ¥, ¾îµð¼ -f(x)°¡ ³ª¿Â °ÅÁÒ?</P> <P>¹®Á¦Áý¿¡ ³ª¿Â°Çµ¥, ÀÌ°Å ¸Â³ª¿ä?</P> <P>¹®Á¦1. xÃà À§ÀÇ ±¸°£ [0,2]¸¦ nµîºÐÇÑ °¢ ºÐÁ¡°ú ¾ç ³¡Á¡À» x©û,x©ü,x©ý...., <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="/shop/lib/meditor/../../data/editor/1327717400.jpg"><COMMENT class=MATH>[0]#wh4/4.7`6.2/12,[1]{{x}_{n}}</COMMENT>¶ó ÇÏ°í Áõ°¢ÇÔ¼ö f(x)¿¡ ´ëÇÏ¿© ÇÔ¼ö g,h¸¦</P> <P><img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="/shop/lib/meditor/../../data/editor/1327717426.jpg">¶ó ÇÒ ¶§, ¿ÇÁö ¾ÊÀº °ÍÀº?</P> <P> </P> <P>Àú´Â º¸±â ÇÔ¼ö g(x)´Â °¨¼ÒÇÔ¼öÀÌ´Ù. g(n) < h(n) µÑ´Ù Ʋ¸° °Í °°Àºµ¥, ´ä¿¡¼± </P> <P>g(n) < h(n) ÀÌ ´äÀ̶ó°í ±×·¯´Âµ¥, ¿Ö ±×·±°ÅÁÒ? f(x)°¡ Áõ°¡ÇÔ¼ö´Ï±î, g(x)µµ Áõ°¡ÇÔ¼ö¾ß ÇÏÁö ¾Ê³ª¿ä? </P> <P> </P> <P>¹®Á¦ 2. ÇÔ¼ö f(x) = 1-x ( 0 <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="http://www.mathlove.kr/shop/data/editor/1327717453.jpg" width=8 height=16> <COMMENT class=MATH>[0]#wh4/4.4`4.7/12,[1]{`leq`}</COMMENT>x <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="http://www.mathlove.kr/shop/data/editor/1327717453.jpg" width=8 height=16> <COMMENT class=MATH>[0]#wh4/4.4`4.7/12,[1]{`leq`}</COMMENT>1) ÀÌ°í, ¸ðµç ½Ç¼ö x¿¡ ´ëÇÏ¿© f(x+2) = f(x) ¸¦ ¸¸Á·ÇÑ´Ù.</P> <P> x-1 (1 <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="http://www.mathlove.kr/shop/data/editor/1327717453.jpg" width=8 height=16> <COMMENT class=MATH>[0]#wh4/4.4`4.7/12,[1]{`leq`}</COMMENT>x <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="http://www.mathlove.kr/shop/data/editor/1327717453.jpg" width=8 height=16> <COMMENT class=MATH>[0]#wh4/4.4`4.7/12,[1]{`leq`}</COMMENT>2) </P> <P>À̶§,<img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="/shop/lib/meditor/../../data/editor/1327717519.jpg">ÀÇ °ªÀº?</P> <P> </P> <P>Á¦°¡ <img onLoad='miniSelfResize(contents_196,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' src="/shop/lib/meditor/../../data/editor/1327717537.jpg"><COMMENT class=MATH>[0]#wh4/5.5`15.1/12,[1]{int_{0}^{1}}</COMMENT> </P> <P> = - 1/6 - 5/6 = -1 ÀÌ ³ª¿Ô¾î¿ä.</P> <P> </P> <P>±Ùµ¥, ´ä¿¡¼±, 1 À̶ó°í Çϳ׿ä. ¹» À߸øÇÑ °ÅÁÒ?</P>