MARC

 008110225s2010        ulka                    000      kor
■020    ▼a9788963540276
■0801  ▼a51
■082    ▼a510.2462▼b최25ㄱ▼223
■090    ▼a510.2462▼b최25ㄱ
■1001  ▼a최동유,  노순국,  노진수  공저
■24510▼a(전기·전자·통신  공학도를  위한)공학수학▼d최동유,  노순국,  노진수  공저
■260    ▼a서울▼b태영문화사▼c2010
■300    ▼a394p.▼b삽도▼c26cm
■505    ▼a제1장  기본  용어  및  법칙▼a1.1  단위계▼c17▼a1.2  전기회로▼c20▼a1.3  전하와  전기량▼c20▼a1.4  전류▼c21▼a1.5  전압▼c22▼a1.6  전력과  전력량▼c23▼a1.7  전기저항▼c25▼a1.8  인덕턴스▼c30▼a1.9  커패시턴스▼c3400▼a1.10  옴의  법칙▼c3811▼a1.11  키르히호프의  법칙▼c3922▼a1.12  테브난의  정리▼c4233▼a1.13  전압분배법칙과  전류분배법칙▼c4444▼a1.14  개방회로와  단락회로▼c4955▼a제2장  기초수학66▼a2.1  수와  전기▼c5577▼a2.2  수학의  용어▼c5688▼a2.3  연산의  기본법칙과  사칙연산▼c6199▼a2.4  등식의  성질과  +,  -  부호의  결정▼c6300▼a2.5  인수분해  공식과  인수분해  방법▼c6511▼a2.6  분수식과  그  연산▼c6722▼a2.7  비례와  반비례▼c6833▼a2.8  지수법칙▼c7144▼a2.9  무리식의  연산▼c7155▼a2.10  일차  방정식과  일차  함수▼c7566▼a2.11  이차  방정식▼c7777▼a2.12  고차  방정식의  해▼c7988▼a2.12  연립  일차  방정식▼c8199▼a2.14  부등식의  기본  성질과  해법▼c8300▼a2.15  부분  분수▼c8611▼a제3장  함수22▼a3.1  함수의  기본  개념▼c9333▼a3.2  함수  그래프▼c9644▼a3.3  합성함수▼c10455▼a3.4  일대일  함수와  역함수▼c10566▼a3.5  함수의  마개  변수▼c11077▼a3.6  연속함수▼c11288▼a3.7  공학함수▼c11899▼a제4장  지수함수와  로그함수00▼a4.1  지수의  확장▼c12911▼a4.2  거듭제곱과  거듭제곱근▼c13122▼a4.3  로그▼c13533▼a4.4  지수함수와  로그함수▼c14144▼a4.5  역함수와  로그함수의  그래프▼c14355▼a제5장  삼각함수66▼a5.1  삼각함수의  의미▼c14777▼a5.2  각도의  표시법▼c14888▼a5.3  삼각함수  및  삼각비의  정의▼c15199▼a5.4  특수각의  삼각비의  값▼c15300▼a5.5  삼각함수의  그래프▼c15411▼a5.6  삼각함수의  성질▼c15722▼a5.7  공학  파형▼c16533▼a5.8  삼각함수의  응용▼c17344▼a제6장  행렬식과  행렬55▼a6.1  행렬식▼c18166▼a6.2  행렬▼c18877▼a제7장  벡터88▼a7.1  벡터의  정의와  그의  표시법▼c20599▼a7.2  벡터의  덧셈과  뺄셈▼c20800▼a7.3  벡터의  내적  및  외적▼c20911▼a7.4  스칼라  삼중적  및  벡터  삼중적▼c21622▼a7.5  고유치와  고유벡터▼c21833▼a7.6  벡터의  미분연산자▼c22044▼a7.7  벡터의  적분▼c22355▼a제8장  복소수66▼a8.1  복소수의  기초▼c22977▼a8.2  공액  복소수와  허수  j의  작용▼c23088▼a8.3  복소수의  표시방법▼c23299▼a8.4  복소수의  연산▼c23500▼a8.5  복소수와  정현파와의  관계▼c23811▼a8.6  복소  임피던스▼c23822▼a제9장  미분법33▼a9.1  함수의  극한▼c24944▼a9.2  미분계수▼c25155▼a9.3  도함수▼c25566▼a9.4  여러  가지  함수의  미분법▼c26077▼a9.5  미분의  응용▼c27188▼a제10장  적분법99▼a10.1  부정적분의  정의와  기본공식▼c28500▼a10.2  치환적분법▼c29011▼a10.3  부분적분법▼c29522▼a10.4  정적분▼c30033▼a10.5  정적분의  응용▼c31144▼a제11장  푸리에  급수55▼a11.1  주기함수와  비정현파▼c31866▼a11.2  비정현파와  조파분석▼c31977▼a11.3  푸리에  급수의  계수  결정▼c32088▼a11.4  대칭성▼c32499▼a11.5  비정현파의  전력▼c33400▼a제12장  미분  방정식11▼a12.1  미분  방정식의  종류▼c34222▼a12.2  미분  방정식의  해▼c34233▼a12.3  1계  미분  방정식과  응용▼c34444▼a12.4  2계  미분  방정식과  응용▼c35055▼a제13장  라플라스  변환66▼a13.1  라플라스  변환의  정의▼c35777▼a13.2  라플라스  변환에  의한  전기  전자  통신회로의  해석▼c35888▼a13.3  라플라스  변환의  성질▼c35899▼a13.4  몇  가지  중요한  함수의  라플라스  변환▼c3630000▼a13.5  여러  가지  입력  전원의  라플라스  변환▼c3670101▼a13.6  역라플라스  변환▼c3720202▼a13.7  라플라스  변환의  응용▼c3780303
■9500  ▼c19,000

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