Киім және аксессуарлардың заманауи өндірісі

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  • 22.01.2020
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Қысқа мерзімді жоспар

Ұзақ мерзімді жоспардың тарауы: Мектеп: №23 орта мектеп

Дизайн және технология

Күні: Мұғалімнің аты-жөні:  Медетбекова Б.К.

Сынып: 9 Қатысқандар:

Қатыспағандар:

Сабақ № 18.

Мерзімі : 16. 01

 

Сабақтың тақырыбы

Киім және аксессуарлардың заманауи өндірісі

 

Осы сабақта қол жеткізілетін оқу мақсаттары (оқу бағдарламасына сəйкес)

 9.2.2.2 әртүрлі өнеркәсіпте технологиялық және өндірістік үдерістер туралы білімдері мен түсінігін көрсету

 

Сабақтың мақсаты

Әртүрлі өнеркәсіпте сәнді киім дизайнының технологиялық және өндірістік үдерістері туралы сипаттау. Қарапайым геометриялық формалардан құралған "Fast cloth" киім түрлері мен аксессуарларын талдау.

 

Бағалау критерийі

·         Оқушылар сәндік киім дизайнының технологиялық және өндірістік процестерін сипаттайды.

·         Киім түрлері мен аксессуарларын талдайды.

·         Геометриялық формадан құралған киімдер мен аксессуарлардың технологиялық процесін зерделейді.

 

Тілдік мақсаттар

Оқушылар: сәнді киім дизайнының технологиялық және өндірістік үдерістерін сипаттайды.

Қарапайым геометриялық формалардан құралған киім түрлері мен аксессуарларын талдайды.

Пəнге тəн арнайы лексика жəне терминология: дизайнер, стиль, панчо, кейп, туника, аксессуар, композиция, түс үйлесімділігі, нобай, модельер, өндіріс

Диалог/жазылым үшін қажетті сөз тіркестері:

Қарапайым геометриялық формалардан құралған киімдерге ......жатады?

Киім мен аксессуарлар......тәсілмен дайындалады.

Заманауи сән дизайны адамдардың .........қарай жетіліп отырады.

 

Құндылықтарға баулу

Өзге елдің мәдениетін сыйлау, бір-біріне құрметпен қарау. Жұппен немесе жекелей жұмыс жасау барысында адал еңбекке, жауапкершілікке тәрбиелеу.

 

Пəнаралық байланыс

Геометрия - геометриялық денелер

Сызу - геометриялық денелердің сызбалары

 

Алдыңғы білім

оқушылар киім мен аксессуарлар топтамасын жасай біледі

 

Сабақ барысы

 

Сабақтың жоспарланған кезеңдері

Сабақтағы жоспарланған жаттығу түрлері

Ресурстар

 

Сабақтың басы

5минут

 

 

 

Ұйымдастыру кезеңі.

Сәлемдесу. Оқушыларды түгелдеу, құрал-жабдықтарды тексеру. Өткен сабаққа шолу.

Психологиялық ахуал қалыптастыру.

«Шаттық шеңбері» тренингі. Бір- біріне жағымды тілектер айтады.

Мақсаты: оқушылар бойында тілек білдіру, тыңдау дағдыларын дамыту

Алдыңғы білім:

1. Киім мен аксессуар топтамасын жасау

Ширату сұрақтары:

1. Заманауи жастар сәнінің негізгі үрдістерін атаңдар.

2. Жастар киіміндегі сәндік бағыттар туралы не ойлайсың?

3. Сәнді киімнің дизайнын жасауда не мақсат етіледі?

4. Пончо, кейп, туниканың айырмашылығы неде?

Геометриялық формалы киімдердің суреттері, А3 формат қағазы, түрлі түсті маркерлер, скотч, стикерлер

 

 

 

 

 

Сабақтың ортасы

30минут

Жаңа білімді меңгерту.

Түртіп алу әдісін қолданы, оқу.

 

Тапсырма. Электрондық қосымша дереккөздерді пайдаланып, кәсіпорындарда киім мен аксессуарларды дайындаудың өндірістік және технологиялық процестерін зерделеп, білгендеріңізді айтып беріңіз.

Дискриптор:

- электрондық қосымша дереккөздерді пайдаланады.

- кәсіпорындарда киім мен аксессуарларды дайындаудың өндірістік және технологиялық процестерін зерделейді.

- білгендерін айтып береді.

 

Киім өндірісі

https://www.youtube.com/watch?time_continue=52&v=ZUBEoQH_L9s

Аксессуар өндірісі

https://www.youtube.com/watch?v=yEgtPx3ho70

 

Сабақтың соңы

5минут

Қорытынды.

1. Сәнді киімнің дизайны қандай мақсатта жасалады?

2. Қарапайым геометриялық формалардан құралған киімдер түрлері туралы не білесіңдер?

3. Қазіргі кезде киім дайындаудың жолдары қандай?

Рефлексия: «Кемені боя» әдісі.

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 ақсаты: Оқушылардың материалды игеру деңгейіне тиімді кері байланыс беру.

- Егер саған сабақ ұнаса тапсырманың барлығын сәтті орындаған болсаң, желкенді жасыл түске боя;

- Егер сен сабақта белгілі бір қиындықтарға тап болсаң, желкенді сары түске боя;

- Егер саған сабақ барысында тапсырмаларды орындау қиын болып,мұғалімнің көмегі қажет болса, желкенді қызыл түске боя.

 

 

 

 

Түрлі түсті маркерлер, қарындаштар

 

Саралау – Сіз қандай тəсілмен көбірек қолдау көрсетпексіз? Сіз басқаларға қарағанда қабілетті оқушыларға қандай тапсырмалар бересіз?

Бағалау – Сіз оқушылардың материалды игеру деңгейін қалай тексеруді жоспарлап отырсыз?

Денсаулық жəне қауіпсіздік техникасын сақтау

 

Оқушыларға тапсырма орындатқанда саралау тәсілдерін қолдандым. Бірінші тапсырмада

дереккөздер - оқушыларға қосымша ақпарат беремін;

«Шаттық шеңбері» тренингі. Бір- біріне жағымды тілектер айтады.

Мақсаты: оқушылар бойында тілек білдіру, тыңдау дағдыларын дамыту

«Ой қозғау» әдісі.

Мақсаты: Оқушылардың қызығушылығын ояту, ынталандыру және белсенділіктерін арттыру.

Әдіс «Постер » әдісі.

Мақсаты: Оқушылардың өз ойларын дәлелдеуі.

Әдісі: «Джигсо» әдісі

Мақсаты: Оқушыны жылдам әрі тұжырымды ойлауға дағдыландыру, ынтымақтастықты дамыту,

идеялармен бөлісу.

Рефлексия: «Кемені боя» әдісі.

Мақсаты: Оқушылардың материалды игеру деңгейіне тиімді кері байланыс беру.

Сергіту сәті. "Қара жорға биі"

Мақсаты: Оқушыларға жағымды көңіл-күй сыйлау.

 

 

 

 

 

 

 

 

 

Сабақ бойынша рефлексия

Бұл тарауды сабақ туралы рефлексия жасау үшін пайдаланыңыз. Сол бағандағы өзіңіз маңызды деп санайтын сұрақтарға жауап беріңіз.

 

 

Жалпы бағала

Сабақта ең жақсы өткен екі нəрсе (оқыту мен оқуға қатысты)? 1:

2:

Сабақтың бұдан да жақсы өтуіне не оң ықпал етер еді (оқыту мен оқуға қатысты)?

1:

2:

Осы сабақтың барысында мен сынып туралы немесе жекелеген оқушылардың жетістіктері/ қиыншылықтары туралы нені анықтадым, келесі сабақтарда не нəрсеге назар аудару қажет?