1) Cho ham so f(x) co dao ham cap 2 tren R. Trong cac khang dinh sau day, co bao nhieu khang dinh sai
i) Neu f'(xo) = 0 va f''(xo) >0 thi xo la diem cuc tieu cua ham so
ii) Neu f'(xo) = 0 va f''(xo) < 0 thi xo la diem cuc dai cua ham so
iii) Neu f'(xo) = 0 va f''(xo) = 0 thi xo khong la diem cuc tri cua ham so
iv) Neu f'(xo) = 0 va f''(xo) = 0 thi chua ket luan duoc xo co diem cuc tri cua ham so
A. 0 B. 1 C. 2 D. 3
1) Phat bieu nao sau day khong dung
A. O dieu kien thuong, axit cacboxylic la chat long hoac ran
B. Nhom cacboxyl duoc tao ra boi nhom hidroxyl va cacbonyl
C. Axit cacboxylic khong co kha nang tao lien ket hidro nhu ancol
D. Moi axt cacboxylic co mot vi chua rieng biet
1) Phat bieu nao sau day khong dung
A. O dieu kien thuong, axit cacboxylic la chat long hoac ran
B. Nhom cacboxyl duoc tao ra boi nhom hidroxyl va cacbonyl
C. Axit cacboxylic khong co kha nang tao lien ket hidro nhu ancol
D. Moi axt cacboxylic co mot vi chua rieng biet
1) cho ham so y = f(x) = x - sinx , x ϵ [0;π]
y' = 1 - cosx
y' = 0 => \(\left\{{}\begin{matrix}x\in\left[0;\Pi\right]\\cosx=1\end{matrix}\right.=>\left\{{}\begin{matrix}x\in\left[0;\Pi\right]\\x=k2\Pi\end{matrix}\right.=>x=0}\)
tai sao x = 0
1) cho ham so y = f(x) = x - sinx , x ϵ [0;π]
y' = 1 - cosx
y' = 0 => \(\left\{{}\begin{matrix}x\in\left[0;\Pi\right]\\cosx=1\end{matrix}\right.=>\left\{{}\begin{matrix}x\in\left[0;\Pi\right]\\x=k2\Pi\end{matrix}\right.=>x=0}\)
tai sao x = 0