Атап кетсем; жүргізушілер Дөненбаева А.Е мен Сандыбаева Б.С, Аяз ата -Жармағамбетова М.М, ақшақар - Айткешова А.С, қой - Азмағанбетова Б.Т, маймыл - Мукушева Ж.М, алтын балық - Виттих Е.В, ата – Гринцевич Н.В, әже – Киселенко Л.С, сайқымазақтар – Абуова Б.Т мен Сорокина А.Р.
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) 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)
2015/2016 оқу жылында бастауыш буында І тоқсанда 60 оқушы бар. Оның ішінде –13 үздік, 26 екпінді оқушы, сапасы - 65% құрады. ІІ тоқсанда 58 оқушы , 13 үздік, 27 екпінді оқушы бар, сапасы - 69%. Тоқсан сайын өткізілетін бақылау жұмыстарының қорытындысы жасалып, салыстырылып отырылады. Оқушылардың оқу жылдамдығы, көркем жазу үлгісі және үй тапсырмасының талапқа сай болуы тексеріледі.Тәжірибелі мұғалімдер мен жас мұғалімдер үнемі тәжірибе алмасып, сабақтарына қатысып, әдістемелік отырыс өткізіліп, мұғалімдер пікірлерін айтып талқылайды. Тоқсан сайын сыныптағы үлгерім мониторингі жүргізіліп отырды.
Бастауыш сыныптарының І жартыжылдықтағы сапалық көрсеткіші – І тоқсан бойынша – 65 %, ІІ тоқсан бойынша – 69 %.
І тоқсан бойынша оқу сапасының көрсеткіші
ІІ тоқсан бойынша оқу сапасының көрсеткіші
Сыныптар бойынша І жартыжылдық көрсеткіші мынадай:
Бастауыш сынып мұғалімдері қашықтық олимпиадаға қатысты. 3 «А», «Б» сынып оқушылары орыс тілінен «Русский медвежонок» атты интеллектуалдық сайысқа қатысып, қатысқандары үшін сертификаттармен марапатталған болатын. Олар: 3 «А» сынып оқушылары Балташев А, Әбу Ғ, Башарова Ғ (мұғ:Шайхыгалиева Б.С).
3 «Б» сынып оқушылары Киреев Б, Салабаева К қатысты (мұғ Киселекнко Л.С). Қазақ тілі апталығында 3 «Б» сынып оқушылары қазақ тілі пәнінің мұғалімі Азмағанбетова Ф.А өткізген сайысында «Жас ақындар» номинациясымен марапатталған болатын. Салабаева К мен Егоров А Қазақстан тақырыбына жазған өлеңдері «Мектеп жаршысы» газетіне жарияланды. Желтоқсан айында өткен
педкеңесте Кембридж бағдарламасы бойынша ІІІ деңгейді оқып келген ұстаздар өз
іс – тәжірибелерімен алмасты. Киселенко Л.С «Мотивация учения основное условие успешного обучения» атты баяндама оқып, мұғалімдермен бірлесе топтық жұмыстар өткізсе, Сандыбаева Б.С мен Дөненбаева А.Е оқушылардың шығармашылық қабілеттерін қалай арттыруға болатыны жайлы сөз етті. Мұғалімдер өз іс – тәжірибелерімен алмаса отырып, көптеген топтық жұмыстар өткізді. 1 «Б» - сынып мұғалімі Виттих Е.В. математика пәнінен «Закрепление и решение задач» атты ашық сабақ өткізді. Сабақта мұғалім көптеген әдіс – тәсілдер қолдана отырып, оқушылардың сабаққа деген қызығушылықтарын арттыра білді. Ойын технологиясы арқылы көптеген тапсырмалар орындалып, сабақ тартымды өтті. Биылғы оқу жылында 2 мұғалім аттестацияға дайындалуда. Олар Киселенко Л.С – жоғары санатты бекіту, Виттих Е.В ІІ санатты алу мақсатында қыруар жұмыстар атқаруда. Ивановка бастауыш мектеп мұғалімдері де біздің мектеп мұғалімдерімен тығыз байланыста жұмыс жасайды. Жас маман Хакимова Е.А көптеген көмектер көрсетіледі. Тәжірибелі ұстаздардың білім – біліктіліктеріне сүйене алады.
Қорыта келсек, осы қысқаша жартыжылдық уақытта бастауыш сынып мұғалімдері көптеген жұмыстар атқарды деп ойлаймын, өйткені бастауыш сынып мұғалімдері әрдайым ізденіс үстінде.
«Ақырын жүріп, анық бас,
Еңбегің кетпес далаға.
Ұстаздық еткен жалықпас,
Үйретуден балаға», – деп адамзаттың данышпаны атанған ақын Абай жырламақшы, ұлағатты сөзбен есебімді аяқтағым келеді. Үйрету, оқыту жолында табандылық танытып, ешқашан үйрену мен ізденуден жалықпайық! Әрқашан жаңашылықдықтан қалмайық, жаңа талапқа сай болайық.
Әдістеме бірлестігінің жетекшісі: Дөненбаева Алма Ерғалиқызы
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Ақмола облысы
Зеренді ауданы
Ақкөл орта мектебі
Бастауыш сыныптар әдістеме бірлестігінің
І жартыжылдық бойынша есебі
ӘБ жетекшісі: Дөненбаева А.Е.
2015 – 2016 оқу жылы
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