№1 Салыстыру
(375+425)-(452-158) * 800-219
(600-364)+(700-289) * 294-158
3м 7дм 5см+4м 2дм 5см * 6м 0дм 0см - 2м 8дм 3см
9м 0дм 0см-5м 4дм 7см * 2м 5дм 4см – 1м 4дм 6см
№2 «Ойлан топтас, бөліс» әдісі
А) (381+619)-(456+344)=
Ә) (1000-296)+(1000+749)=
Б) (1000-361)+(1000-839)=
№3Теңдеулерді шеш
350:х=7 8.х=320 х:6=60 х+397=1000-603
№4 Шарша сызып, оның периметрін және ауданын табу
Бер: шаршы 4см
а=4см
b=4см
Р- ? , S-?
№5
5*9+(8*6-36:6) =
(19+6):5+42:6 =
Пән мұғалімі: Нуралиев Б
11-сынып.Геометрия. Мерзімі :10.12
Сабақтың тақырыбы: Цилиндрге сырттай және іштей сызылған призма.
Сабақтың мақсаты: Іштей және сырттай сызылған призмалар ұғымын таныстыру.
а)Білімділік: Цилиндрдің жазбасы мен бүйір бетінің және толық бетінің ауданының формуласы туралы білуі
ә) Дамытушылық: Цилиндрдің жазбасы мен бетінің ауданының фомуласын пайдаланып, есеп шығару дағдыларын қалыптастыру. Алған білімін өмірде қолдана білуін қалыптастыру
б) Тәрбиелік: Оқушыларды жылдам ойлауға, жауапкершілікті сезінуге тәрбиелеу.
Сабақтың әдісі:түсіндірмелі – көрнекілік
Сабақтың типі:жаңа сабақ
Сабақтың көрнекілігі:сызба,жазба материалдар
Сабақтың барысы:
І.Ұйымдастыру кезеңі. Оқушылардың сабаққа қатысуын, дайындығын тексеру. Оқушылармен амандасу.
ІІ.Өткенді қайталау.
Цилиндр дегеніміз не?
Цилиндрдің жазықтықпен қимасы дегеніміз не?
Цилиндрдің бүйір бетінің ауданы неге тең?
Цилиндрдің толық бетінің ауданы неге тең?
Үй тапсырмасын тексеру
№28. Цилиндрдің толық бетінің және бүйір бетінің аудандары сәйкесінше
50 см2 және 30 см2. Цилиндрдің радиусын және биіктігін табыңдар.
Шешуі: ; ;
; см2
; ; ;
Жауабы: ;
ІІІ. Жаңа сабақ.
анықтама.
Цилиндрге іштей сызылған призма деп табандары цилиндрдің табандарына іштей сызылған призманы айтады.
Іштей сызылған призмалар тік призмалар болып табылады.
АВСА1В1С1 призмасы осі ОО1 болатын цилиндрге іштей сызылған. Призманың табандары – цилиндрдің табандары болып келетін Ш(О, R) және Ш(О1,R) дөңгелектеріне іштей сызылған АВС және А1В1С1 үшбұрыштары.
анықтама.
Цилиндрге сырттай сызылған призма деп табандары цилиндрдің табандарына сырттай сызылған призманы атайды.
табандары Ш(О, R)және Ш(О1,R) болатын цилиндр АВСDА1В1С1D1 призмасына іштей сызылған және Ш(О, R) мен Ш(О1,R) шеңберлері АВСD және А1В1С1D1 төртбұрыштарына әштей сызылған.
Тік цилиндрге сырттай сызылған призмалар да тік призмалар болады.
1. Цилиндрға іштей сызылған призма
2. Цилиндрға сырттай сызылған призма
3. Цилиндрдың остік қимасы бар
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)
Достарыңызбен бөлісу: |