Тізбектелген Бірінші сабақ
Сабақтың тақырыбы: Мереке
Мақсаты: Мәтін мазмұныны оның идеясын талдау арқылы анықтау.
Мен сабаққа жоспар құрмас бұрын өзіме үлкен мақсат қойдым:ол-осы Бағдарламадан алған білімімді,үйренген әдіс-тәсілдерді оқу үдерісінде тиімді пайдалану және оқушылардың өздігінен білім алып,ізденушілік қабілеттерін дамытып, қызығушылықты арттыруға атсалысу.Оқушы оқу үдерісіне белсенді қатысқанда ғана материалды терең меңгеруге қол жеткізеді. Егер оқу үдерісі оқушы мен оқу материалын қосатын”көпірді салуға” негізделсе, онда осы үдерісті үйлестіретін мұғалімдер көпірдің екі жағын да қадағалай білуі тиіс.Бағдарламаның модульін кіріктіре отырып, (МАН 35 бет) 8 - тезисті негізге алып әдебиеттік оқу пәнінен қысқа мерзімді жоспар құрдым.
Жаңа нәрсені оқыту адамның нені білетінімен және түсінетінімен байланысты.(МАН,1-тезис,35бет,).Мұғалімдер оқушылардың не білетінін және нені жасай алатынын,сондай ақ олардың қызығушылықтарын,әр оқушының нені жасқсы көретінін және не істегісі келетінін түсінуге тырысады.(МАН,35-бет). Мен сабақты бастамас бұрын оқушылардың көңіл күйін көтеру керек деп шештім. Сыныпқа кіріп,амандасқан соң оларды ортаға шақырып,шаттық шеңберін құру керектігін айттым. Выгоготский кіші жастағы балаларды когнитивті даму әрекеттері әлеуметтік қарым-қатынас үдерісінде,яғни анағұрлым қабілетті оқушылырмен араласу және мәдениет,қоршаған ортамен өзара қарым- қатынас жасау арқылы қалыптасатын субъект ретінде суреттейді (МАН, 39-бет). Ынтымақтастық атмосферасын қалыптастыру үшін ,Кім кіммен дос болғысы келеді?- деген сұрақ қойдым.Әр оқушы өздерінің кіммен дос болғысы келетінін айтып шықты.Жауаптары әр-түрлі болды.Бұл мен үшін пайдалы болды.Себебі сыныптағы жекелеген оқушылардың қарым-қатынасы қандай екенін байқадым. Сонымен ,бүгінгі күнге жақсы көңіл күй тілеп, топқа бөлу үшін қима қағаздағы сөздер арқылы төрт топқа бөлдім.Мереке,Қуаныш,Құттықтау
жазған қағаздарды үстелге қойдым.Оқушылар бір-бірден алып топқа бөлінді.Топқа бөліну кезінде оқушылар өз топтарын таба алмай сәл қиналды.
Оқыту оқушының бастапқы білімі мен дағдыларын назарға алып, оларды өрістетуді мақсат еткенде мәнді болады.(МАН,2-тезис,35-бет). Сабақтың басында оқушылардан өткен сабақ бойынша үйге берілген тапсырманы «Автор орындығы» әдісімен тексеріп шықтым.Бұл әдісте оқушылар үлкен қызығушылықпен қатысты.
Қызығушылығын ояту кезінде төрт топта белсене ойларын ортаға салды.Мағынаны тану, жаңа сабақты бастамас бұрын тақырыпқа байланысты тапсырмалар бердім. Топ көшбасшыларының ұйымдастыруымен әр топқа берілген тапсырмаға топ мүшелері ортаға шығып жауап берді.Бірақ топта жұмыс жасау барысында оқушылардың қиналғанын байқадым. Оқушылардың бір -бірін оқытуына мүмкіндік беріңіз (5-тезис,35-бет).Мағананы тану, жаңа сабақты оқып талдау барысында диалогты оқыту жүйесіне негіздедім.
Оқулықтың бетіндегі мәтінді төрт бөліп, төрт топқа бөліп бердім. Әр топ мәтінді оқып,түсінгендерін басқа топқа айтып берді.Екінші топ мереке иелері тауып оларды би немесе тақпақпен өз тілектерін білдірді. Осы тапсырманы орындау барысында оқушылар қызығушылық танытты. Бұрын барлық оқушыларға мәтінді түгел оқытып,түсінгендерінен ғана сұрайтынмын және үлгермейтін оқушылар қалып қоятын. Әр топтан бір оқушы түсінгенін басқа топқа айтып бергенде,басқа топтың оқушылары бірден түсініп алады екен. Бұл тапсырманы орындағанда оқушылардың оқуға деген қызығушылығы арта түсті.Үстем,Алдияр,Мырзакелді, сияқты оқи алмайтын оқушылар оқи бастады. Әрине бұл бір сабақта нәтиже берген жоқ.
![](data:image/jpeg;base64,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) ![](data:image/jpeg;base64,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)
топпен жұмыс топпен жұмыс сәті мереке иелерін ән немесе би өнерімен құттықтау алындағы топта ақылдасу кезі.
Қолайлы оқу үшін адамдарға кері байланыс пен мадақтау қажет,сондықтан бағалау ізгі болуы керек (8-тезис,36-бет). Сабақта критерий арқылы өзін-өзі және өзара бағалады.Ал мен жалпы критерий арқылы бағалап отырдым.Бағалау оқушыларға өте қызық болды.Олар топтағыларды бақылай отырып,өзін өзі реттеуге де біршама төселіп қалды. Осы бағалаулар арқылы өзінің білім деңгейі қаншалықты екендігін білді. Бағалауда мен өзара бағалауды қолдануды көздедім.Формативті бағалауды зерделей отырып,оның не екеніне көз жеткізгім келді.Себебі бағалау кезінде қиындықтар мен кедергілерге тап болдым.Бағалау кезінде оқушылардың бағасын нақты қоюға қиналған кездерім де болды.Өйткені олар бағалаудың тәртібін түсінбей,бұрыннан нашар оқитындарға төмен баға,ал жақсы оқитындарға жоғары баға қойған тұстары да болды.Мысалы: Үстем мен Алдияр қанша сабаққа қатысып отырса да оларға төмен баға қойғандар болды.Себебін сұрағанда олар жаман оқиды деп жауап берді оқушылар.Бірақ ол бағаға қанағаттанбай наразылық білдіргендер Назым мен Қарақат сабаққа жақсы қатысып отырғандарын айтып,бағаны дұрыс қоюды талап етті.
Оқыту үшін бағалау-оқушылардың оқуына ықпал етуге арналған оқытудың бір бөлігі ретінде бағалауды қолдану екендігі белгілі.Оқытудағы әдістерді әрі осы мүмкіндіктерді іске асыру түрлерін жақсартуды анықтауға бағытталған бағалауды формативті немесе оқыту үшін бағалау деп аталатыны да айдан анық.
Достарыңызбен бөлісу: |