. :
1. , , , .
2. .
3. .
4. , .
5. (, ).
6. .
2003 , , 56 .
:
1. , .
2. .
3. , , .
4. .
.
1 2006 = 142 700 000 ( 735 500 , 1 2005 ). .
L ( , ) 2006 = 74 100 000 , E () = 68 400 000 , U () = 5 700 000 . , 15- . . (), 7,7%. ( ) U1 = 1 800 000 , 2,43%. () , , 3% ( ). 2-2,5%.
(Y Y) / (Y) * 100% = k (U* U)
k
U*
U
L = E + U
S
1/S
f
1/f
U/L
S * E = f * U
S (L U) = f * U
S (1 U/L) = f * U/L
U/L = S / (S + f)
: ( AD AS).
, , .
P ()
Y
:
MV = PY
V = const
M
V
P ()
|
|
Y
YD = MV / P
, , .
, , .
:
, n , n- , n-1 .
:
.
:
1. .
2. ( ).
3. .
Y = F (K, L) = Y
LRAS
w = W / P
w
W
.
, . , .
:
( ):
, , ( ), ( ), ( ).
. (AD) (P), (Y). (AD) (Y) , (P).
: .
:
1. .
2. .
E = C + I + G
E ,
C
I
.
.
.
: () , , .
APC = C / Y
APC ( )
C
Y
MPC = ∆C / ∆Y;
0<MPC<1
MPC ( )
C
Y
APS = S / Y
APS
S
Y
MPS = ∆S / ∆Y
MPS
S
|
|
Y
∆Y = ∆C + ∆S Þ MPC + MPS = 1
C (Y) = C + MPC * Y
Y :
C/Y = C /Y + MPC
.
tg a = MPC
tg b = APC
S = Y C MPC * Y
S = C + (1 MPC)Y
S = C + MPS * Y
, .
:
1. .
2. . .
1. .
2. .
:
:
tg a = ∆ I / ∆ Y = MPI
MPI
r = i p
r = (i p)/(i + p)
i = r + pe
r
i
p
E = C + MPC(Y T) + I + G
E = Y
E
I
G
Y
A = C + I MPC * T + G
tg a = MPC
( ) .
, .
multG = ∆Y/∆G
multI = ∆Y/∆I
multT = ∆Y/∆T
1. Y = C + MPC(Y T) + I + G
2. Y + ∆Y = C + MPC(Y + ∆Y T) + I + G + ∆G
∆Y = MPC * ∆Y + ∆G
∆Y(1 MPC) = ∆G
∆Y/∆G = 1/(1 MPC)
multG = 1/(1 MPC) = 1/MPS
MPS
multI = 1/(1 MPC)
multI = 1/(1 (MPC + MPI))
1. Y = C + MPC(Y T) + I + G
2. Y + ∆Y = C + MPC(Y + ∆Y T ∆T) + I + G
∆Y = MPC * ∆Y MPC * ∆T
∆Y(1 MPC) = MPC * ∆T
∆Y/∆T = MPC/(1 MPC)
multT = MPC/(1 MPC)
, ∆G=∆T
.
1. ∆Y∆G = multG * ∆G = ∆G/(1 MPC)
2. ∆Y∆T = multT * ∆T = (∆T * MPC)/(1 MPC)
3. ∆Y = (∆G ∆T * MPC)/(1 MPC) = (∆G ∆G * MPC)/(1 MPC) = ∆G(1 MPC)/ (1 MPC) = ∆G = ∆T
T = t * Y
Y t * Y = Y(1 t)
C = C + MPC(Y T)
C = C + MPC(1 t)
multG = 1/(1 MPC(1 t))
Y = C + I + G + X Imp
tg a = MPImp = ∆Imp/∆Y
multI = 1/(1 (MPC MPImp)) = 1/(1 MPC + MPImp)