´ÔÀº
ÀÔ´Ï´Ù.
¤ýÃѱ¸¸Å¾×
0
¿ø
¤ýÀû¸³±Ý
0
¿ø
¤ýÇÒÀÎÄíÆù
0
¿ø
¤ýÀå¹Ù±¸´Ï
0
°³
¤ýÀ§½Ã¸®½ºÆ®
0
°³
min, max ±×·¡ÇÁ
Posted at 2011-12-15 09:58:06
<P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US><FONT size=2 face=Tahoma>min(x,y)´Â x¿Í y Áß¿¡¼ ÀÛÀº ÂÊÀ» ±× °ªÀ¸·Î ÇÑ´Ù. </FONT></SPAN></P> <P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US><FONT size=2 face=Tahoma>¸¶Âù°¡Áö·Î max(x,y)´Â x¿Í y Áß¿¡¼ Å« ÂÊÀ» ±× °ªÀ¸·Î ÇÑ´Ù.</FONT></SPAN></P> <P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US><FONT size=2 face=Tahoma></FONT></SPAN> </P> <P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US><img onLoad='miniSelfResize(contents_18,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' border=0 hspace=0 alt="" align=baseline src="http://www.mathlove.co.kr/2006/MBImages/Grafeq_minmax_002.jpg"> <img onLoad='miniSelfResize(contents_18,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' border=0 hspace=0 alt="" align=baseline src="http://www.mathlove.co.kr/2006/MBImages/Grafeq_minmax_004.jpg"></SPAN></P> <P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US></SPAN> </P> <P><SPAN style="FONT-FAMILY: ±¼¸²" lang=EN-US><img onLoad='miniSelfResize(contents_18,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' border=0 hspace=0 alt="" align=baseline src="http://www.mathlove.co.kr/2006/MBImages/Grafeq_minmax_006.jpg"> <img onLoad='miniSelfResize(contents_18,this); if(this.parentNode.tagName=="A"){this.onclick = "";}' border=0 hspace=0 alt="" align=baseline src="http://www.mathlove.co.kr/2006/MBImages/Grafeq_minmax_008.jpg"></SPAN></P>
Copyright ¨Ï
shop.mathlove.kr
All right reserved