Қорытынды
VІІ. Үй жұмысы.
2тарау, §5-11, 87-88 беттегі есеп №11-20
Сабақ №__33__
Күні:______
Сынып:_11___
Сабақтың тақырыбы: Көрсеткіштік функция,оның қасиеттері мен графигі
Мақсаты:
1.Оқушыларға көрсеткіштік қасиеттері мен графигін салу , көрсеткіштік функцияның қасиеттерін пайдаланып есептер шығару және графигін салу жолдарын түсіндіру
2.Оқушылардың есеп шығару дағдысын қалыптастыру
3. Оқушылардың ойлау қабілетін дамыту
Типі: Жаңа сабақты игерту
Түрі: Аралас сабақ
Көрнекілігі: Сызбалар, үлестірмелі карточкалар
Сабақтың барысы:
І. Ұйымдастыру кезеңінде оқушыларды журналға түгендеп, сыныптың тазалығын тексеріп шығамын.
ІІ. Сабақтың мақсатын түсіндіріп, оқушыларды сабақтың барысымен таныстырамын.
ІІІ. Жаңа сабақты түсіндіру
y=ax (а≠1, а>0) түріндегі берілген функция көрсеткіштік функция деп аталады.
Анықтаманың тұжырымдасында берілген төмендегі ұйғарымдарға назар аудару қажет.
а негізі 1 санына тең болмауы керек (а≠1), өйткені а=1 болғанда ах дәрежесінің мәні 1 санына тең болып , х айнымалысына тәуелді болмайды;
а негізі оң сан болуы керек ( а>0) , себебі а<0 болғанда х-тің үшін ах дәрежесі нақты сан болмайды.
Мысалы, а=-3 және х=1/2 болғанда , ах дәрежесі мына түрге келеді:
(-3)1/2= , ал бұл нақты сан емес .
3) а негізі бөлшек болған ах дәрежесі қандай да бір дәрежедегі түбірді білдіреді, онда түбір мәндерінің ішінен тек қана арифметикалық түбір алынады.
Қасиеттері
Мысалдар:
![](data:image/jpeg;base64,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)
0>
Достарыңызбен бөлісу: |