MARC

 008100208s2009        ulka                    000      kor
■020    ▼a9788993383270
■0801  ▼a51.01
■082    ▼a510.2462▼b이56ㅇ▼223
■090    ▼a510.2462▼b이56ㅇ
■1001  ▼a이수일  저
■24510▼a알기  쉬운  공업수학▼d이수일  저
■260    ▼a서울▼b상학당▼c2009
■300    ▼a455p.▼b삽도▼c26cm
■505    ▼a제1장  공업수학의  기초▼c11▼a1-1  실수의  분류▼c12▼a1-2  다항식과  분수식▼c16▼a1-3  방정식의  해법▼c23▼a연습문제  1▼c30▼a1-4  여러가지  함수▼c32▼a1-5  유리함수▼c40▼a1-6  지수함수▼c49▼a1-7  로그함수▼c58▼a연습문제  2▼c6300▼a제2장  삼각함수▼c6711▼a2-1  각의  표시▼c6822▼a2-2  삼각비▼c7233▼a2-3  일반각의  삼각함수▼c7544▼a2-4  삼각함수  사이의  관계▼c7955▼a2-5  90˚  n±θ의  삼각함수  공식▼c8166▼a2-6  삼각함수의  그래프▼c8477▼a연습문제  3▼c8988▼a2-7  삼각함수의  정리  및  공식▼c9099▼a2-8  삼각형과  삼각함수▼c9600▼a2-9  역삼각함수▼c10011▼a2-10  삼각함수의  합성▼c10222▼a연습문제  4▼c10533▼a제3장  행렬식▼c10744▼a3-1  1차  연립방정식▼c10855▼a3-2  행렬식의  정의▼c11066▼a3-3  행렬식의  전개▼c11177▼a3-4  행렬식의  성질▼c11688▼a3-5  연립방정식의  해법▼c11799▼a연습문제  5▼c12200▼a제4장  행렬▼c12511▼a4-1  행렬의  뜻▼c12622▼a4-2  행렬의  종류▼c12733▼a4-3  행렬의  연산▼c12944▼a4-4  역행렬▼c13555▼a4-5  행렬의  응용▼c13866▼a연습문제  6▼c13977▼a제5장  복소수▼c14388▼a5-1  복소수의  개념▼c14499▼a5-2  복소평면▼c14700▼a5-3  복소수의  극형식▼c14811▼a5-4  복소수의  표시▼c15122▼a5-5  복소수의  계산▼c15433▼a5-6  j와  복소수와의  곱▼c15944▼a5-7  복소수의  제곱과  제곱근▼c16155▼a5-8  사인파의  복소수  표시▼c16366▼a5-9  쌍곡선함수▼c16577▼a연습문제  7▼c16888▼a제6장  미분과  그  활용▼c17199▼a6-1  함수의  극한▼c17200▼a6-2  극한값의  계산▼c17311▼a6-3  초월함수의  극한▼c17522▼a6-4  함수의  연속성▼c17933▼a6-5  변화율과  도함수▼c18144▼a연습문제  8▼c18955▼a6-6  미분법의  공식▼c19166▼a6-7  초월함수의  도함수▼c19777▼a6-8  고계도함수▼c20288▼a연습문제  9▼c20399▼a6-9  곡선의  접선과  법선▼c20600▼a6-10  함수의  극값▼c20711▼a6-11  부정형의  극한값▼c21022▼a6-12  마클로우린  급수와  테일러  급수▼c21333▼a6-13  편도함수▼c21644▼a6-14  전미분▼c22055▼a연습문제  10▼c22266▼a제7장  적분과  그  활용▼c22577▼a7-1  부정적분▼c22688▼a7-2  초월함수의  부정적분▼c22999▼a7-3  치환적분법▼c23200▼a7-4  부분적분법▼c23711▼a7-5  유리함수의  적분법▼c24022▼a연습문제  11▼c24233▼a7-6  정적분의  정의와  기본정리▼c24444▼a7-7  정적분의  계산▼c24955▼a연습문제  12▼c25566▼a7-8  넓이와  정적분▼c25677▼a7-9  부피와  정적분▼c26288▼a7-10  곡선의  길이와  정적분▼c26599▼a7-11  중적분▼c26700▼a연습문제  13▼c26911▼a제8장  미분방정식▼c27122▼a8-1  기본개념▼c27233▼a8-2  변수분리형  미분방정식▼c27544▼a8-3  동차형  미분방정식▼c27655▼a8-4  완전미분방정식▼c28066▼a8-5  1계선형  미분방정식▼c28077▼a8-6  미분  연산자▼c28288▼a8-7  상수계수  2계선형  동차  미분방정식▼c28399▼a8-8  상수계수  고계선형  미분방정식▼c28600▼a연습문제  14▼c28711▼a제9장  라플라스  변환▼c29122▼a9-1  라플라스  변환의  정의▼c29233▼a9-2  기본적인  함수의  라플라스  변환▼c29344▼a9-3  라플라스  변환의  중요한  정리▼c29855▼a9-4  비반복파의  라플라스  변환▼c30666▼a9-5  역라플라스  변환과  부분분수  전개▼c30877▼a9-6  라플라스  변환의  응용▼c31588▼a연습문제  15▼c31799▼a제10장  푸리에  급수와  변환▼c3210000▼a10-1  비정현주기파▼c3220101▼a10-2  푸리에  급수와  전개▼c3230202▼a10-3  푸리에  계수와  파형의  대칭▼c3280303▼a10-4  비정현파의  실효값▼c3320404▼a10-5  비정현파에  의한  전력▼c3340505▼a10-6  복소  푸리에  지수급수▼c3350606▼a10-7  푸리에  변환의  정의▼c3380707▼a10-8  기본적인  함수의  푸리에  변환▼c3390808▼a10-9  푸리에  변환의  정리▼c3440909▼a연습문제  16▼c3461010▼a제11장  벡터해석▼c3491111▼a11-1  벡터의  개념▼c3501212▼a11-2  벡터의  성분▼c3521313▼a11-3  벡터의  덧셈과  뺄셈▼c3541414▼a11-4  법선벡터와  면벡터▼c3561515▼a11-5  두  벡터의  곱셈▼c3571616▼a11-6  세  벡터의  곱셈▼c3631717▼a11-7  벡터의  미분▼c3671818▼a11-8  벡터의  미분연산자▼c3681919▼a11-9  벡터의  적분▼c3712020▼a연습문제  17▼c3762121▼a부록▼c3792222▼a연습문제  풀이  및  정답▼c3952323▼a찾아보기▼c4502424
■9500  ▼c20,000

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