Orltfìtlho rltfìtlho Qnmræo an hmbeubtms LL OB^O@ XOB FOSHMX ?.
Xl D 6 {{9 79 {{?}}9 3}, ½huïbtos an `os sljulnbtns prmpmslhlmbns smb hmrrnhtos= • < ∇ D D • {>} ⊃ D D • {9 {?}} ⊃ D D O) ?
>.
Xn socn qun
O 6 { x + 8/3 0 x x 0 : ∪ x x ∇ U}
C 6 {3 y ∇ U /3 0 y y 0 >} U 6 ∇ U 3
H
½Huï` an hmrrnhto=
?;
`os
0 U 0 ?> sljulnbtns
prmpmslhlmbns
ns
O) @ms hmbeubtms O y C smb ljuo`ns.
C) 3
C) N` hmbeubtm C nstï lbh`ulam nb H . H) 8
3.
8.
A) 1
Xl N 6 {:9 { d }9 }9 19 {>}}, antnrflbn `o snhunbhlo hmrrnhto an` vo`mr an vnraoa (T m D). L. d ∇ N N LL d ⊃ N N LLL. {{>}} ⊃ N N LT. { d } ⊃ N N T. {{ d }} }} ⊃ N N O) TTTDT
C) TTTTT
H) DTTDD
A) DTTDT
1.
C) 7
H) <
4.
Xl O 6
:.
C
6
{x {x
∇B
∇S
x
3
3
x
∓
x
+
∪
4
ns prlfm}
x
6
}
;
½Huïbtms n`nfnbtms hmfubns tlnbnb `ms hmb eubtms O y C= C) ?
H) 3
A) 8
Xl O 6 {o3 + }}, antnrflbn `o snhunbhlo hmrrnhto an vnraoa (T) m do`snaoa (D). L. τ ∇ N N LL. τ ⊃ N N LLL. {{>}} ⊃ N N LT. {τ} ⊃ N N T.. {{τ}} ⊃ N T N
A) ?; O) TTTDT H) DTTDD
C) TTTTT A) DTTDT ?
Ohoanflo Oaubl
?3. Xl n` hmbeubtm O ns ubltorlm, amban
?;. Xl sn socn qun `ms hmbeubtms
6
smb hmbeubtms ubltorlms, ho`hu`n n` bõfnrm an n`nfnbtms an F 6 {ox ∇ B 1 0 cx 0 ?;}. O) 4
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