BI TP CHUI LY THA
Bi tp1. Tm bn knh hi t ca cc chui sau:
Hng dn
2. Tm min hi t ca cc chui sau:
Hng dnKhong hi t:Chui phn k v cng bn cht vi
Chui an du viChui ht theo tc Leibnitz.
Khong hi t:
Chui pk theo k cn
Chui pk theo k cn
Chui ch hi t ti:
HTHTHT
HTHTHT
3. Tm khai trin Maclaurin ca cc hm s sau:
Hng dn
KKT:
4. Tm khai trin Taylor ca cc hm s sau:
4. Tnh tng ca cc chui ly tha sau:
Hng dn
4. Tnh tng ca cc chui s sau:
Trong S(-1/7) tng ng vi
Tnh S(x)
Khng dng chui ly tha, ch qua gii hn ca dy tng ring phn Sn