Оқушыларға психологиялық ахуал туғызу
Сабақтың басы
І.Қызығушылықты ояту
Сергіту сәті
ІІ. Мағынаны тану.
Сабақтың ортасы
23 минут
ІV. Рефлексия
|
Ұйымдастыру кезеңі.
- Оқушылармен сәлемдесу.
- Психологиялық ахуал туғызу.
- Оқушыларды топқа бөліп отырғызу
Үй тапсырмасын сұрау:
«Ақылды қорап» әдісі арқылы оқушылар үй тапсырмасы бойынша жауап береді.
«ПАЗЛ» әдісі
![](data:image/jpeg;base64,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)
1-топ: «Автокөлік» тобы
2-топ: «Қоғамдық көлік» тобы.
Қызығушылықты ояту
«Стоп кадр» әдісі (болжау)
1. Мына суреттер қатары сізге қандай ой салады?
Болжам жасап көріңіз.
2.Суреттердің бүгінгі өмірмен байланысы қандай?
3.Бүгінгі сабағымызға қатысы бар деп ойлайсыңдар ма?
4.Егерде суретте реттілік қатары сақталмаған болса, өз ретін сақтап қалай оранластырған болар едіңіздер?
1-топ:
![](data:image/png;base64,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) ![](data:image/png;base64,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)
2-топ:
![](data:image/png;base64,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) ![](data:image/png;base64,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)
Топтық жұмыс.
1-топ:Мақалдың сыңарын табады.
1.Жолаушы пірі - .............
2.Жол ақысы - жүру,
...... ....... ....
3.Жол анасы -......
4.Жолға шықсаң сайлан,
...... ...... ........
Жұмбақты шешеді.
1.Көліктің қаншасын үстінен өткізген,
Іргеден басталып, алысқа жеткізген. (Жол)
2.Көше бойлап аяңдайды,
Адам тасып, аялайды.
(Автобус)
Жоқ өзінде бас та, ауыз да, құлақ та,
Бақырайған үш козі бар бірақ та.
(Бағдаршам)
ҚБ:
«Бір минут» әдісі арқылы бүгінгі сабақты суретерді көріп,төмендегі сұрақтар негізінде қорытындылайды:
1.Жиек жол деген не?
2.Жаяу адамға қай жермен жүруге болмайды?
|
Оқушылар амандасып орындарына отырады.
Сабаққа назарларын аударады.
«Ақылды қорап» әдісі. Қорап ішінде оқушылардың есімдері жазылған қағаздар болады. Ішінен суырып алу арқылы үй тапсырмасын айтатын оқушылар таңдалады.
Оқушылар «ПАЗЛ» әдісі арқылы 2 топқа бөлінеді.
1-топ: «Автокөлік» тобы
2-топ: «Қоғамдық көлік» тобы.
«Стоп кадр» әдісі арқылы оқушылар берілген суреттерді реттілікті сақтап, жаңа тақырыпқа болжам жасайды.
1-топ:
1.Жолаушы пірі - баба Қайып.
2.Жол ақысы - жүру,
Кісі ақысы - беру.
3.Жол анасы - із.
4.Жолға шықсаң сайлан,
Бес қаруыңды байлан.
2-топ:
1.Көліктің қаншасын үстінен өткізген,
Іргеден басталып, алысқа жеткізген. (Жол)
2.Көше бойлап аяңдайды,
Адам тасып, аялайды.
(Автобус)
Жоқ өзінде бас та, ауыз да, құлақ та,
Бақырайған үш козі бар бірақ та.
(Бағдаршам)
«Бір минут» әдісі
1.Адамдар жаяу жүретін көше жиегіндегі тар жол.
2.Көлік жүретін көшенің ортасымен жүруге рұқсат етілмейді.
|
Қорап, қима қағаздар.
Суреттер
Суреттер,
сұрақтар
Үлестірме қағаздар
|