총 253페이지
2페이지 본문시작
목차-1학기
Ⅰ.유리수
1단원?유리수와순환소수
01차시 유한소수,무한소수란무엇인가?·········································································· [4]
02차시 어떤분수를유한소수로나타낼수있는가? ································································ [8]
03차시 유리수와순환소수는어떤관계가있는가? ·······························································[12]
04차시 순환소수를분수로어떻게고치는가? ····································································[16]
05차시 단원정리 ······························································································[20]
Ⅱ.식의계산
1단원?식의계산
01차시 여러가지문자가있는식의덧셈과뺄셈은어떻게하는가? ················································[24]
02차시 거듭제곱으로나타낸수나식의곱셈은어떻게할까? ······················································[28]
03차시 거듭제곱으로나타낸수끼리의나눗셈은어떻게하는가? ··················································[32]
05차시 (a+b)^2과(a+b)(a-b)는어떻게계산하는가?·························································[40]
04차시 단항식과다항식의곱셈과나눗셈은어떻게하는가? ······················································[36]
06차시 (x+a)(x+b),(ax+b)(cx+d)는어떻게계산하는가? ················································[44]
07차시 등식을어떻게변형하는가? ·············································································[48]
08차시 단원정리 ······························································································[52]
Ⅲ.방정식과부등식
1단원?방정식과부등식
01차시 미지수가2개인연립일차방정식이란무엇인가?해는무엇인가? ············································[56]
02차시 미지수가2개인연립일차방정식은어떻게푸는가? ·······················································[60]
03차시 실생활에서연립방정식을어떻게이용하는가? ····························································[64]
04차시 부등식은무엇인가?그성질은무엇인가? ································································[68]
05차시 일차부등식과그해는무엇인가?일차부등식은어떻게푸는가? ············································[72]
06차시 연립일차부등식은무엇인가?그해는어떻게하는가? ·····················································[76]
07차시 실생활에서연립일차부등식을어떻게활용하는가? ························································[80]
08차시 단원정리 ······························································································[84]
Ⅳ.일차함수와그래프
1단원?일차함수
02차시 일차함수y=ax+b의그래프란무엇인가? ·······························································[92]
01차시 일차함수란무엇인가? ··················································································[88]
03차시 일차함수의그래프와절편은무엇인가? ··································································[96]
04차시 일차함수의그래프와기울기는무엇인가? ·······························································[100]
05차시 일차함수의그래프의성질은무엇인가? ·································································[104]
06차시 일차함수의식은어떻게구하는가? ·····································································[108]
07차시 일차함수는어떻게활용하는가? ········································································[112]
08차시 일차함수와일차방정식의관계는무엇인가? ·····························································[116]
10차시일차방정식x=p,y=q의그래프는어떤모양인가? ······················································[124]
09차시 일차함수의그래프를이용하여연립방정식의해를어떻게구하는가? ·······································[120]
11차시 단원정리 ·····························································································[128]
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Ⅰ.유리수
1단원?유리수와순환소수
01차시 유한소수,무한소수란무엇인가?·········································································· [4]
02차시 어떤분수를유한소수로나타낼수있는가? ································································ [8]
03차시 유리수와순환소수는어떤관계가있는가? ·······························································[12]
04차시 순환소수를분수로어떻게고치는가? ····································································[16]
05차시 단원정리 ······························································································[20]
Ⅱ.식의계산
1단원?식의계산
01차시 여러가지문자가있는식의덧셈과뺄셈은어떻게하는가? ················································[24]
02차시 거듭제곱으로나타낸수나식의곱셈은어떻게할까? ······················································[28]
03차시 거듭제곱으로나타낸수끼리의나눗셈은어떻게하는가? ··················································[32]
05차시 (a+b)^2과(a+b)(a-b)는어떻게계산하는가?·························································[40]
04차시 단항식과다항식의곱셈과나눗셈은어떻게하는가? ······················································[36]
06차시 (x+a)(x+b),(ax+b)(cx+d)는어떻게계산하는가? ················································[44]
07차시 등식을어떻게변형하는가? ·············································································[48]
08차시 단원정리 ······························································································[52]
Ⅲ.방정식과부등식
1단원?방정식과부등식
01차시 미지수가2개인연립일차방정식이란무엇인가?해는무엇인가? ············································[56]
02차시 미지수가2개인연립일차방정식은어떻게푸는가? ·······················································[60]
03차시 실생활에서연립방정식을어떻게이용하는가? ····························································[64]
04차시 부등식은무엇인가?그성질은무엇인가? ································································[68]
05차시 일차부등식과그해는무엇인가?일차부등식은어떻게푸는가? ············································[72]
06차시 연립일차부등식은무엇인가?그해는어떻게하는가? ·····················································[76]
07차시 실생활에서연립일차부등식을어떻게활용하는가? ························································[80]
08차시 단원정리 ······························································································[84]
Ⅳ.일차함수와그래프
1단원?일차함수
02차시 일차함수y=ax+b의그래프란무엇인가? ·······························································[92]
01차시 일차함수란무엇인가? ··················································································[88]
03차시 일차함수의그래프와절편은무엇인가? ··································································[96]
04차시 일차함수의그래프와기울기는무엇인가? ·······························································[100]
05차시 일차함수의그래프의성질은무엇인가? ·································································[104]
06차시 일차함수의식은어떻게구하는가? ·····································································[108]
07차시 일차함수는어떻게활용하는가? ········································································[112]
08차시 일차함수와일차방정식의관계는무엇인가? ·····························································[116]
10차시일차방정식x=p,y=q의그래프는어떤모양인가? ······················································[124]
09차시 일차함수의그래프를이용하여연립방정식의해를어떻게구하는가? ·······································[120]
11차시 단원정리 ·····························································································[128]
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