Пысықтау кезеңі
Көкпар туры:
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)
1. Дәреже деген не. ( - деп бірдей сандардың көбейтіндісін айтамыз. (n-рет) )
2. Дәрежелеу деген не. (Берілген санды бірнеше рет көбейтуді айтамыз)
3. Кез келген санның 1 дәрежесі неге тең. (Кез келген санның 1 дәрежесі өзіне тең болады)
4. Кез келген санның 0 дәрежесі неге тең. (Кез келген санның 0дәрежесі 1-ге тең болады)
5. Дәрежелеуге қарама қарсы амал. (Дәрежелеуге қарама қарсы амал – түбір астынан шығару)
6. ап өрнегінде п қалай аталады. ( n- дәреже көрсеткіші)
7. Дәреже негізі деген не. ( дәрежеленетін санды дәреже негізі деп атаймыз)
8. Дәреже көрсеткіші деген не.(санды неше рет көбейтетінімізді дәреже көрсеткіші деп атаймыз)
9. Негізі бірдей дәрежелер көбейтілгенде не болады. ( негіздері өзгермейді, ал дәреже көрсеткіштері қосылады)
10. Негізі бірдей дәрежелер бөлінгенде не болады. (негіздері өзгермейді, ал дәреже көрсеткіштері азайтылады)
11. Дәреже дәрежеде тұрғанда не болады. (негіздері өзгермейді, ал дәреже көрсеткіштері көбейтіледі)
12. Көбейтінді дәрежеде тұрғанда не болады. (көбейткіштерді жеке жеке дәрежелейміз)
Есеп шығарайық. Бұл есептерді шығару барысында сіздер жасырылған әріптерді орнына қойып жасырылған сөзді табасыздар. Әр топқа 3 әріп жасырылған, жылдамдығына, есептің дұрыстығына қарай сәйкесінше 5, 4, 3 балл беріледі:
-
ә
|
!
|
е
|
і
|
у
|
т
|
з
|
л
|
с
|
64
|
15
|
|
36
|
7/8
|
250
|
|
|
24
|
2
|
9
|
4
|
7
|
3
|
1
|
8
|
5
|
6
|
Достарыңызбен бөлісу: |