Бағалау (жинаған фишкаларына байланысты орташа балын шығарады)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAbCAYAAACEP1QvAAAACXBIWXMAAA7EAAAOwAHxR8sfAAAA10lEQVR4nO3WwQ3CMBBEUZDcQxqgA040QxdUkS5ohhMd0ABVGPmQaB3PbCzLgy/xBSlS8v5aYBJijKdRK7TcdLvPbvHr+Th3wfegmntYjIt78HS5wuvfzxs+BwVQ3MIMqolaYlAAxFthFsMCCrwnvBeQ4QrYC1hxJcwCim1XwSggLBVSkaxscvXU1knTNx2vvdaBH/g4PH39//Fzyw6ZdM6OOGiKbVdPb182VtxOrwqwcPavpg7Ywumz2HZFAIIh3juAwRRHAXZ5MejtFcEuvg2oAbznoOs/PjOeXzMSIK0AAAAASUVORK5CYII=)
Бекіту сұрақтары
-Сан тізбегі дегеніміз не?
-Сан тізбегінің жалпы мүшесі деген не?
-Сан тізбегінің берілу тәсілдері қандай?
-Сан тізбегінің түрлері қандай?
Оқулық
№1Жұмыс дәптері
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Сабақтың соңы( 41-45мин)
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Рефлексия . Сабақ туралы өз ойларын жазу.
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МАҒАН ЖЕТКІЛІКСІЗ, МАҒАН КЕРЕК ЕМЕС! Меңгеріп алдым,
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Қосымша ақпарат
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Қорытындылау
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Төмендегі бөлікті сабағыңыз туралы өз ойыңызды жазуға қолданыңыз.Өз сабағыңыз бойынша сол жақ бағандағы сұрақтарға жауап беріңіз.
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1.Сабақ барысында өзгертулер енгіздіңіз бе?
2.Жүргізген жұмыс түрлері қаншалықты тиімді болды?
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Қорытынды бағалау
Ең жақсы өткен екі нәрсе?
1.
2.Қандай екі нәрсе сабақты жақсартар еді?
1.2.
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