TM NGHI^E.M T^O'NG QUAT CU'A PHU.O.NG TRNH
128)
Tm nghi^e.m t^o'ng quat cu'a phu.o.ng trnh:
x2
y00
−2y=x3
cosxbi^et m^o.t nghi^e.m ri^eng cu'a phu.o.ng trnh thu^an nh^at la
y1
=x2
.
HD gia’i:Tm NR da.ng
y2
= uy1
= ux2
du.o..c
y2
= −3x1. Nhu. v^a.y NTQ:
y =C1
x2
+ C2
x. Bi^en thi^en hang s^o du.o..c
C0
1
=−13cosx;C0
2
=x3
cosx