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)
де функция өспелі, де функция кемуші, x=2-max нүкте болады.
де кемуші, де өспелі, x=2-min нүкте болады.
6. Функция графигінің дөң немесе ойық болатын аралықтарын табу.
Екінші ретті туындыны табамыз.
де дөң,
де ойық.
Алынған мәліметтер жәрдемінде функция графигінің эскизын сызамыз:
Достарыңызбен бөлісу: |