2022 개정 수학과 교육과정을 반영한 초등수학교육론 > 교육학

본문 바로가기
  • 회원가입
    2000

    로그인

    다양한 서비스와 이벤트 혜택을 누리실 수 있습니다.

2022 개정 수학과 교육과정을 반영한 초등수학교육론 > 교육학
메인으로

2022 개정 수학과 교육과정을 반영한 초등수학교육론 요약정보 및 구매

상품 선택옵션 0 개, 추가옵션 0 개

사용후기 0 개
위시리스트0
판매가격 26,000원
저자 김진호, 강윤지, 김동원, 김성준, 도주원, 박문환, 박주경, 이대현, 이동환, 이화영, 조호윤, 한채린
발행일 2025-03-10
ISBN 978-89-254-2016-5(93370)
페이지 432
판형 46배
배송비결제 주문시 결제

선택된 옵션

  • 2022 개정 수학과 교육과정을 반영한 초등수학교육론
    +0원
위시리스트
  • 상품 정보

    도서소개

    미래의 교사가 될 예비교사들 그리고 현직 교사들은 개정된 (수학과) 교육과정의 정신과 실천적 과제를 잘 이해한 후 적용할 필요가 있다. 교육실천가인 이들이 수학과 교육과정의 정신을 잘 이해하고 실천했을 때 비로소 우리나라의 수학교실의 풍경이 2022 수학과 교육과정에서 추구하는 풍경에 근접할 수 있을 것이다. 저자들은 이 책의 내용이 예비 교사 및 현직 교사들이 2022 개정 수학과 교육과정을 이해하는 데 도움이 될 수 있도록 2022 수학과 교육과정의 다양한 측면들을 다루려고 노력하였다. 

    목차

    머리말 / 3


    제1장 수학교육의 이해 ···································································9

    1. 수학교육의 목적과 가치 ························································9

    2. 수학교육의 대상, 방법, 목표 ·················································16


    제2장 초등학교 수학과 교육과정 ·····················································31

    1. 수학과 교육과정의 변천 ·······················································31

    2. 우리나라 초등학교 수학과 교육과정의 변천 ································41

    3. 2022 개정 교육과정 ···························································52


    제3장 2022 개정 수학과 교육과정에 적합한 교수ㆍ학습론 ····················65

    1. 구패러다임인 교사 중심 수업에 적합한 수업 신념 및 관행 ··············66

    2. 2022 개정 수학과 교육과정에 충실한 수업 신념 및 관행 ···············70

    3. 실천하기 어렵지만 도전하기 ··················································85


    제4장 수학학습심리학Ⅰ ·································································95

    1. 자극반응이론 ····································································96

    2. 피아제(Jean Piaget)의 수학 학습 이론 ····································104

    3. 브루너(J. S. Bruner)의 수학 학습 지도 원리 ·····························115

    4. 디에네시(Z. P. Dienes)의 수학 학습 원리 ································125


    제5장 수학학습심리학Ⅱ ·······························································137

    1. 스켐프(R. R. Skemp)의 수학학습심리학 ··································137

    2. 프로이덴탈(Hans Freudenthal)의 현실적 수학교육 ·····················142

    3. 반 힐레(van Hieles)의 기하적 사고 수준 ·································154

    4. 비고츠키(Vygotsky)의 근접발달영역과 수학학습 ·························162


    제6장 맞춤형 교육 ······································································171

    1. 수학 학습 지원 대상 학생의 지도 ··········································172

    2. 수학 영재 학생의 지도 ·······················································191


    제7장 수학적 역량 ······································································213

    1. 수학적 역량의 의미 ···························································214

    2. 교육과정과 수학적 역량 ······················································221

    3. 수학적 역량의 종류 ···························································227


    제8장 수학적 사고 ······································································251

    1. 수학적 사고의 유형과 의미 ··················································253

    2. 수학과 교육과정 내용 영역에 기반을 둔 수학적 사고 ···················268

    3. 수학하기와 수학적 추론 과정에서의 수학적 사고의 상호 연관성 ······278

    4. 결론 ·············································································282


    제9장 문제해결 지도 ···································································285

    1. 문제와 문제해결의 의미 ······················································286

    2. 교과 역량으로서 문제해결 ···················································291

    3. 문제해결 지도 방법론 ························································297


    제10장 수학 교구와 공학 도구 ························································315

    1. 수학 교구 ······································································316

    2. 공학 도구의 활용 ·····························································330

    3. 교구 및 공학 활용 시 유의점 ···············································346


    제11장 다문화 수학교육 ·································································351

    1. 포용적 교육(Inclusive Education)과 다문화 교육현황 ·················351

    2. 다문화 교육의 기초: 문화 대응 교수법 ····································357

    3. 수학교육에서의 문화 대응 교육 ·············································369


    제12장 수학과 평가 ······································································389

    1. 수학교육에서 평가 ····························································390

    2. 수학과 교육과정에서 평가의 변화 ··········································397

    3. 수학교육에서 평가 방법 ······················································404


    찾아보기 ···········································································429

    저자소개

    김진호

    대구교육대학교

    Columbia University, Teachers College, ED. D.


    강윤지

    서울소의초등학교

    서울교육대학교, 교육학 박사


    김동원

    청주교육대학교

    서울대학교, 교육학 박사


    김성준

    부산교육대학교

    서울대학교, 교육학 박사


    도주원

    서울용암초등학교

    서울교육대학교, 교육학 박사


    박문환

    춘천교육대학교

    서울대학교, 교육학 박사


    박주경

    서울오륜초등학교

    서울교육대학교, 교육학 박사


    이대현

    광주교육대학교

    한국교원대학교, 교육학 박사


    이동환

    부산교육대학교

    서울대학교, 교육학 박사


    이화영

    한국과학창의재단

    건국대학교, 교육학 박사


    조호윤

    Capital University, Columbus, Ohio, USA

    Columbia University, Teachers College, Ph. D. in Mathematics Education


    한채린

    전주교육대학교

    서울대학교, 교육학 박사

    상품 정보 고시

  • 사용후기

    등록된 사용후기

    사용후기가 없습니다.

  • 상품문의

    등록된 상품문의

    상품문의가 없습니다.

  • 배송/교환정보

    배송

    30,000원 이상의 주문시에 배송료는 무료이며, 30,000원 미만시 배송료는 2,500원 입니다. 
    입금확인일 이후 2~3일 안에 물품을 받아보실 수 있으며(일요일, 공휴일 제외) 산간 도서 지방일 경우 1~2일정도 지연될수 있습니다.
     

    교환

    * 사전 연락을 주셔야 하며, 모든 상품의 교환 및 환불은 구입일로부터 10일 이내에 가능합니다. 
    1) 상품에 하자가 있을 때 
        저희측 실수로 인한 하자발생시 100% 교환 및 반품 가능하며 배송료는 저희측 부담입니다. 
    2) 소비자의 기호변경, 주문서 잘못 기입 
        소비자의 기호변경과 잘못된 주문으로 인한 교환에 따른 배송료는 왕복배송료 모두 소비자부담이며,
        상품에 하자 및 이상이 없을 때 가능합니다. 
    ▷교환 및 반품 방법 031-955-6956~8 으로 연락하신후 보내실 물품을 주시면 됩니다.
        보내실 주소는 '경기도 파주시 교하읍 문발리 파주출판문화정보산업단지 514-5호
        (도서출판)교육과학사 특판영업부
    '입니다.
     

선택된 옵션

  • 2022 개정 수학과 교육과정을 반영한 초등수학교육론
    +0원