3- сабақ Антропогенездiң қозғаушы күштерi.
Кезеңдер:
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Оқушыларға берілетін деңгейлі тапысрмалар
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І кезең Ұйымдастыру ( 5 минут)
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«Көпір»
тапсырмалары
жаңа тақырыпқа қажетті тапсырмалар
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1. Эволюцияның қозғаушы күштерiн ата.-----------------------------
2. Антропогенез дегеніміз ----------------------------------------------------------
3. Ж.Б.Ламрк жүйелеуде адамды қайда орналастырды?
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ІІ кезең Жаңа сабақты оқулықтан өздігінен меңгеру тапсырмалары
арқылы мағынаны тану ( 20 минут)
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« Білу»
Кім? Не? Қашан? Қайда? Не істеді?
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§ 44 , 1 - тақырыпша бойынша өздiк жұмыс.
1. Антропогенездiң биологиялық қозғаушы күштерiне:
1. --------------------------2.-------------------------------3.--------------------------------------
§ 44 , 2-3 - тақырыпша бойынша өздiк жұмыс.
2.Антропогенездiң әлеуметтiк қозғаушы күштерiне:
1.-----------------------2.---------------------3. -----------------------------4. -------------
3. Антропоморфоз дегеніміз -----------------------------------------------------
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«Түсіну»
Не себепті?Неліктен?
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1.Егер маймылдың қасында таяқ жатса, ол оны құрал етiп пайдалана алады. Мысалы : алма ағашынан алманы сол таяқпен құлатып түсiрудi бiледi.Бiрақ, олар . . . . . . . . . . . . . . . . . .алмайды
2.Маймылдар алғашында . . . . . . . . . . . . тiршiлiк еткен.
3. “Қол . . . . . . . . . . . ғана емес, сонымен бiрге қол . . . . жемiсi.”- деген Энгельстiң тұжырымын түсiндiр.--------------
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« Қолдану»
қарапайым тапсырма
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1.Адамның ең алғашқы маймылға ұқсас ата тектерi де ------------------өмiр сүргендiктен, олардың еңбек етуi де---------------сипатта болды.
2.Жануартектi тағамға көшу адам ағзасына қандай өзгерiстер енгiздi.?-------------------------------------------------------------------------
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«Талдау» салыстыр,ұқсастығы, айырмашылығы неде?
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«Адамды адам еткен еңбек» деген Ф.Энгельстің тұжырымын адам эволюциясындағы еңбектің ролімен салыстырып, тұжырымды мысалдармен дәелде? ---------------
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ІІІ кезең Кері байланыс деңгейлік тапсырмалар арқылы бағалау (12 минут + 3 минут рефлексия).
|
1- деңгей ( 5 балл)
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« Білу»
Кім? Не? Қашан? Қайда? Не істеді?
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1. Антропоморфоз дегеніміз не? ---------------------------------------------
2. Антропогенездiң биологиялық қозғаушы күштерi--------
3. Антропогенездiң әлеуметтiк қозғаушы күштерiн ата—
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2- деңгей ( 5 балл+ 4 балл= 9 балл)
|
«Түсіну»
Не себептен?
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4.Не себепті ежелгі адамдармен салыстырғанда қазiргi адамдардың төмендегі мүшелерінде айырмашылық пайда болды?
5.Қолында ------------------------------------- , омыртқа жотасында -----
6.Адамдардың қандай жағдайда тiршiлiк етуi , олардың ымдау, ишарат жасау қабілеттерін дамытты?
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« Қолдану» қарапайым тапсырма
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7. Адам қандай әрекеттері арқылы өзі өмір сүріп отырған ортаға ықпал жасай бастады?----------------------------------
-
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« Талдау»
Салыстыр,ұқсастығы, айырмашылығы неде?
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Еңбек құралдарының күрделенуі
Австролопитек, питекантроп, ертедегі адам, кроманьон, қазіргі адам
8.Жоғарыдағы құралдарды салыстыра отырып, сананың дамуына әсер ететін негізгі фактор, неліктен, құралдарды қолдану емес, құралдарды дайындау болып табылатынын түсіндір -------------------------
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«Жинақтау» қорытынды шығар
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9. Қазіргі әлеуметтік-экономикалық жағдайға байланысты, жерде бізді саналылырақ жаңа түр ауыстыруы мүмкін бе?................................................
10. Биологиялық түр ретінде адамның болашағы қандай? .................................................................................................................
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3- деңгейлі ( 9 балл+ 3 балл =12 балл)
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Үйге тапсырма:
« Баға беру»
арқылы ой-толғау
Сен қалай ойлайсын?
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“Абай тағылымынан”
“Әрбір жаманшылықтың жағасында тұрып адамның адамдығын бұзатын жаманшылықтан бойын жимақтық, бұл - адамға нұр болады.” –деген тұжырымын өмірде қандай жағдайларда қолданар едің?.
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Рефлексия
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Сабақтағы мен үшін «Ең қызықты болған идея»
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№ 4 - сабақ Адам нәсiлдерi. әлеуметтiк дарвинизмдi және нәсiлшiлдіктің
кертартпалық мәні.
Кезең
|
Оқушыларға берілетін деңгейлі тапысрмалар
|
І Ұйымдастыру кезеңі ( 5 минут)
|
«Көпір»
тапсырмасын оқушы үйде орындапкеледі.
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1. Жер бетiнде адамның неше түрi тiршiлiк етедi? --------------
2. Жер бетiнде ең алғаш адамдардың шыққан орталығы туралы қандай пiкiрлер бар ---------------------------------------------------------
3. Барлық нәсiлдердiң ойлау қабiлетi бiрдей ме?-----------------
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ІІ кезең Жаңа сабақты өздігінен меңгеру тапсырмалары( 20 минут)
|
« Білу»
Кім? Не? Қашан? Қайда? Не істеді?
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§ 45 абзацтарымен оқи отырып, дәптеріңе мына жолдарды толықтырып жаз.
1. Адамзат қандай 3 нәсiлге бөлiнедi ? /233-бет, 2- абзац/ 2. Нәсiлдер арасындағы негiзгi айырмашылықты ата ......
/233-234 беттер, 3-6 абзацтар/
1.------------------2.-------------------3. ------------------------4. ---------------5.
3. Нәсiлдер арасында мұндай айырмашылықтырдың
болу себебi не ? ----------------------------------------------------------------------------4. Нәсiлтану ғылымы ненi зерттейдi ? / 234 бет/......................
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«Түсіну»
Неліктен?
|
5. Нәсiлшiлдер - . . . . . . . . . . . . . . . . . . . . .деп дәрiптейдi.
6. Әлеуметтiк дарвинизм теориясы . . . . деп уағыздайды.
Есiңде сақта! Нәсiлтанудағы кертартпа теориялар : Нәсiлшiлдiк және әлеуметтiк дарвинизм теориялары
|
« Қолдану»
өзгертілген тапсырма
|
7. Нәсілдердің шығу тегі туралы моноцентризм және полицентризм тұжырымдарын түсіндір. ---------------------------------
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« Талдау» Салыстыру, айырмашылығы неде?
|
8. Нәсілдерге тән белгілерді сәйкестендіріп кестені
толтыр:
негроид
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европеоид
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монголоид
|
|
|
|
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«Жинақтау» қорытынды
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Барлық нәсілдердің бір түрге жататынын қалай дәлелдеуге болады?--------------------------------------------------------------------------
(түр критерийлері туралы біліміңді пайдалан)
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ІІІ кезең Кері байланыс. Деңгейлік тапсырмалар арқылы бағалау
(12 минут + 3 минут рефлексия).
|
1- деңгей ( 5 балл)
|
« Білу»
Кім? Не? Қашан? Қайда?
|
1. Адамзат қандай 3 нәсiлге бөлiнедi ? -------------------------------------
2. Нәсiлтану ғылымы ненi зерттейдi ? --------------------------------------3. Нәсiлдер арасындағы негiзгi айырмашылықтарды ата
1.------------------ 2.-------------------- 3. ------------------------ 4. -------------------
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2- деңгей ( 5 балл+ 4 балл= 9 балл)
|
« Түсіну»
Неге? Себебі?
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)
1.Нәсiлдер арасында мұндай айырмашылықтырдың болу себебі
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« Қолдану»
өзгертілген тапсырма
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2. Нәсiлшiлдер нәсілдердің шығу тегі туралы қандай пікірде? ..............................................................................................................................
3. Әлеуметтік дарвинистер ше? --------------------------------------------------
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« Талдау»
Салыстыр, айырмашылығы
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Нәсілдердің шығу тегі туралы тұжырымдарды
салыстыр:
Моноцентризм
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Полицентризм
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3- деңгейлі ( 9 балл+ 3 балл =12 балл)
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«Жинақтау»
қорытынды
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1. Нәсілшілдіктің адамзат тарихындағы көріністеріне мысал келтір және оған қандай баға бересің? -----------------------
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Үйге тапсырма:
« Баға беру»
арқылы ой-толғау
Сен қалай ойлайсың?
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“Абай тағылымынан”
“Махаббатпен жаратқан адамзатты,
Сен де сүй ол алланы жаннан тәтті.
Адамзаттың бәрін сүй бауырым деп
Және хақ жолы осы деп әділетті.”
“Адам баласына адам баласының бәрі - дос”,
“ Жау жабылса бұзылмас жан көрмедім,
Артық жолдас таппадым татулықтан”
Жоғарыдағы өсиет сөдерді басшылыққа ала отырып, нәсілшілдер әлеуметтік дарвинистердің көзқарасы-ның теріс пиғылдығына дәлелдер келтіріп, баға бер
«Адамзаттың бәрін сүй бауырым деп.....» эссе жазу
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Рефлексия
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Сабақта мен үшін «Ең қиын болған тапсырма»
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№ 5 – сабақ “Адамның шығу тегi” тарауы бойынша бақылау жұмысы
1- деңгейлі тапсырмалар
1. Рудименттi тап: А. түктi адам ә. аппендикс б. құйрықты бала
2. Осы заманға алғашқы адамдар:
а. кроманьондық ә. архантроп б. австролопитек
2. 1871 жылы шыққан “Адамның шығу тегi және жыныстық сұрыпталу”еңбегiнiң авторы кiм ?
а. Ж.Б. Ламарк „. Ф.Энгельс б. Ч. Дарвин
3. Адамның тарихи дамуы А. онтогенез ә. филогенез б. антропогенез
4. қандай адамтәрiздi маймылдың гендерiнiң 99 процентi адамға ұқсас ?
А. шимпанзе ә. горилла б. орангутан
5. Жеке түрлердiң өз ата тектерiнiң белгiлерiне қайта оралуы қалай аталады? а. рудимент ә. атавизм б. гомологиялық мүше
6. Еңбек әрекетi,сөз,ойлау антропогенездiң қозғаушы күшiнiң қай факторы?
а. әлеуметтiк ә. биологиялық б. экологиялық
7. Нәсiлдердiң арасында айырмашылықтың болу себебi ?
а. орта жағдайына бейiмделуiнен ә. әр түрге жататындықтан
б. әр нәсiлдiң хромосома санына байланысты
8. Нәсiлшiлдiктiң мәнi неде ?
а. табиғи заңдылықтардың сол қалпында адам қоғамында жүруiн мойындау
ә. нәсiлдердiң бiрлiгiн мойындау
б. нәсiлдердi “сапалы’ және “сапасыз” деп бөлу
10. Тұқым қуалайтын өзгергiштiк, тiршiлiк үшiн күрес антропогенездiң қай факторы?
а. әлеуметтiк ә. биологиялық б. аналогиялық
11. Өте ертедегi адам
а. кроманьондық ә. архантроп б. австролопитек
12 . Адамның шығу тегiн,дамуын,қалыптасуын,зерттейтiн ғылым қалай аталады ? а. палеонтология ә. эмбриология б. антропология
13. Адамда соқыр iшек, үшiншi қабақ, ата тегiнен қалған белгiлерге жатады.Осындай белгiлердiң ғылыми атауы ?
а. рудимент ә. атавизм в. гомология
14. Ертедегi адамды ата
а. кроманьондық ә. архантроп б. неадертальдық
15. Адамдарды нәсiлдерге бөлу қандай принциптерге негiзделген ?
а. ойлау қабiлетiне ә. тiл ерекшелiгiне б. морфологиялық ерекшелiгiне
16. Қандай адам тәрiздi маймылдың 385 тәнтанымдық белгiлерi адамға ұқсайды ? А. шимпанзе ә. горилла б. орангутан
17. Нәсiлдердiң бiр түрге жататындығын немен дәлелдеуге болады ?
а. еркiн шағылысып,өнiмдi ұрпақ беруi ә. физиологиялық ерекшелiгiне байланысты б. морфологиялық ұқсастығымен
18. Корманьондықтар кiмдерге жатады?
А. Парапитектерге ә. өте ертедегi адамдарға б. саналы адамға
2-деңгейлі тапсырма
1. Кез-келген нәсілге жататын адамның жасушасында 46 хромосома болады және олар өзара некелесіп өсімтал ұрпақ береді, қан беріп бір-біріне донор бола алады.
Түсіндір: Бұл аталғандар түрдің қай критерийлеріне жатады? Бұл мәліметтерден қандай тұжырым шығаруға болады? --------------------------------------------------------
Адамды қандай белгілеріне қарап сүтқоректілер класына жатқызады? ----
Қай тұжырыммен келісесің: а) адам маймылдан жаралды.
б) адам мен маймыл ортақ ата тектен шықты.
Оқушылар тест жұмысынан кейiн өзара дәптерлерiн ауыстырып мұғалiм ұсынған кiлт бойынша бiрiн-бiрi тексередi. Дұрыс орындалмаған тапсырмалар бойынша қатемен жұмыс жүргiзiледi. Жақсы бiлiм көрсете алмағандар үшiн қосымша мүмкiншiлiк берiледi.Олар сынаққа дайындалып келедi.
Сынақта бақылау жұмысынан «үздiк» баға алғандар мұғалiмге көмекшi бола алады.
Білім сынағы «Кіші емтихан» түрінде өткізіледі ( 25 минут)
Тестiлеуден төмен баға алған оқушылардан билет сұрақтары бойынша сынақ алынады. Ал “5” алған оқушылар сынақтан босатылады. Олар сынақ сабақта көмекшi қызметiн атқарады.
№ 1- билет
1.Адамның шыққан тегi туралы жазылған еңбектер жөнiнде айт
2. Адам мен адамтәрiздi маймылдар арасындағы тәнтанымдық айырмашылық қандай ?
№ 2 – билет
1. Адам мен жануарлар ұрықтарының дамуындағы ұқсастықтар
Адам мен адамтәрiздi маймылдың миының құрылысында қандай өзгешелiктер бар ?
№ 3 – билет
1. Адамның жануарлардан шыққандығының дәлелдемелерi.
2. Адам және омыртқалы жануардың қаңқасын салыстыра отырып, айырмашылықтары мен ұқсастықтарын анықта.
№ 4 – билет
1. Адам эволюциясының қозғаушы күштерi.
Қазiргi кезде Жер бетiнде адамның неше түрi белгiлi?
№ 5 – билет
1. Адамның және адам тәрiздi маймылдардың ортақ ата тегi
2. Ф.Энгельстiң : “... Сонымен ,қол еңбек құралы ғана емес,сондай-ақ еңбектiң жемiсi де болып табылады”деген тұжырымын қалай түсiнесiң ?
№ 6 – билет
1. өте ертедегi адамдарды сипатта.
2. Адам мен омыртқалы жануарлар қаңқасындағы гомологиялық сүйектердi ата
№ 7 – билет
1. Ертедегi адамдарды сипатта.
2. Өте ертедегi және ертедегi адамдарды салыстырып,айрмашылықтырын анықта.
№ 8 – билет
1. Осы заманғы алғашқы адамды сипатта.
2. Адам ұрығы мен омыртқалы жануарлардың ұрықтарының дамуын салыстыр.
№ 9- билет
1. Адам нәсiлдерi Мулаттар,метистер,самболар деген кiмдер ?
2. Қазiргi кезде адамтәрiздi маймылдардан адамның пайда болуы мүмкiн бе?
№ 10 – билет
1. Нәсiлшiлдер және әлеуметтiк дарвинизм
Қазақтар, қырғыздар қандай нәсiлге жатады ?
Пайдаланған әдебиеттер:
Қазақстан Республикасының «Білім туралы » заңы
Жалпы білім беретін мектептерге арналған оқу бағдарламалары
Биология 10-11 сыныптар 2013
Кобдикова Ж.У.Білім беру сапасын технологиялық амал негізінде басқару Алматы, 2011
«Биология - 11» Р. Сәтімбеков Р Әлімқұлова Ж.Шілдебаев Алматы, «Мектеп» 2015
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