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   Ðåôåðàò: Ôèñêàëüíàÿ ïîëèòèêà è åå ìåõàíèçì. Îñîáåííîñòè ôèñêàëüíîé ïîëèòèêè â ÐÁ


Ïðèëîæåíèå 10.

Íàëîãîâûå ïîñòóïëåíèÿ, åä.

                               

                            Áþäæåòíûé

                            èçáûòîê

              Ñáàëàíñèðîâàííûé

                     áþäæåò

    200

                            Áþäæåòíûé

                            äåôèöèò

            0                     1000                    2000    Y,äåí.åä.

Ðèñóíîê 15. Ñâÿçü ìåæäó áþäæåòîì è îáúåìîì ÂÂÏ


Ïðèëîæåíèå 11.

      ÂÂÏ(Y)


                                                                                    1

                                             ÂÂÏ ïîòåíö.                               2                        

                                                                          2

                                                       1     

                                           2                                 

                        1

0                                                                                                   âðåìÿ (Ò)

Ðèñóíîê 16. Âëèÿíèå ñòèìóëèðóþùåé 2 è ñäåðæèâàþùåé 1 ôèñêàëüíîé ïîëèòèêè íà ñòàáèëèçàöèþ òåìïîâ ðîñòà ÂÂÏ ñîîòâåòñòâåííî ïðè ñïàäå è ýêîíîìè÷åñêîì ïîäúåìå.

Íîìèíàëüíàÿ ñòàâêà

ïðîöåíòà (i)


                                                              LM

                   i1

                                                                                                                            IS1

                   i2

                                                                               

                                                                                  IS

                     0

                                                   Y=Y1                              ÂÂÏ (Y)

       Öåíà (Ð)

                                                             AS

                   P1

                                                                                    AD1

                   P

                                                                                

                                                                                  AD

                     0

                                                   Y=Y1                              ÂÂÏ (Y)

Ðèñóíîê 17. «Ýôôåêò âûòåñíåíèÿ» â êëàññè÷åñêîé êîíöåïöèè ôèñêàëüíîé ïîëèòèêè.

                                                                                               


Ïðèëîæåíèå 12.

                                                                              I                                            LMo

                                                                               I1

                                                                                                                                                       IS1

                                                                               Io

                                                                                                                IS0

                                                  

                                                                                       Y0                  Y1                                    Y

                                                                P

                                                                                                                   AS

                                                                 

                                                                P0

                                                                                                                                                                             AD1

                  W                                                            W0                                                                 AD0

                                                                                         Y0           Y1                      Y

                                           ND0                     

                                 ND2                              N0 

                                                                      

                                                                       N1

                                                       NS          N                                       Y(N)

Ðèñóíîê 18. Ñòèìóëèðóþùàÿ ôèñêàëüíàÿ ïîëèòèêà â êåéíñèàíñêîé êîíöåïöèè.

         


Ïðèëîæåíèå 13.

Ïîêàçàòåëè

Èçìåíåíèÿ â %

( + èëè - )

Àíàëîãè÷íûå ïîêàçàòåëè 2001ã
Âàëîâîé âíóòðåííèé ïðîäóêò +3,2 2
Âíóòðåííèå ïîòðåáèòåëüñêèå ïðîäàæè +15,7 12,4
Èíâåñòèöèè +7 -4
Ýêñïîðò -8,1 15
Èìïîðò +1,6 -3,7

Òàáëèöà 3. Îñíîâíûå ìàêðîýêîíîìè÷åñêèå ïîêàçàòåëè ( I êâàðòàë 2002ã).

ßíâàðü 2002ã ßíâàðü-ôåâðàëü Ñïðàâî÷íî ÿíâàðü-ôåâðàëü2001ã
ÂÑÅÃÎ 47,2 47,7 39,4
 òîì ÷èñëå:
Ïðîìûøëåííîñòü 43,7 44,6 34,9
Òðàíñïîðò (âêëþ÷àÿ òðóáîïðîâîäíûé) 48,3 47,4 48,3
ñâÿçü 29,4 27,5 17,6
ñòðîèòåëüñòâî 44,0 43,9 29,9
Òîðãîâëÿ è îáùåñòâåííîå ïèòàíèå 47,0 48,2 41,9
Ìàòåðèàëüíî-òåõíè÷åñêîå ñíàáæåíèå è ñáûò 54,5 52,2 48,8
Æèëèùíî-êîììóíàëüíîå õîçÿéñòâî 40,3 39,7 33,9
Íåïðîèçâîäñòâåííûå âèäû áûòîâîãî îáñëóæèâàíèÿ íàñåëåíèÿ 39,0 32,8 32,8

Òàáëèöà 4. Óäåëüíûé âåñ óáûòî÷íûõ ïðåäïðèÿòèé â èõ îáùåì ÷èñëå.


Ïðèëîæåíèå 16.

1 êâàðòàë 2 êâàðòàë 2 êâàðòàë â % ê 1 êâàðòàëó
Âàëîâîé âíóòðåííèé ïðîäóêò 103,7 105,6 101,8
Ïðîäóêöèÿ ïðîìûøëåííîñòè 102,0 105,6 103,5
Ïðîäóêöèÿ ñåëüñêîãî õîçÿéñòâà 101,8 105,8 103,9
Èíâåñòèöèè â îñíîâíîé êàïèòàë 107,0 105,5 98,6
Ðîçíè÷íûé òîâàðîîáîðîò 115,7 115,0 99,4

Òàáëèöà 5. Òåìïû ðîñòà ( 2002 ã. ê ñîîòâåòñòâóþùåìó ïåðèîäó 2001ã â %)

2002 ãîä â % ê 2001ã (â ñîïîñòàâèìûõ öåíàõ)
Ïî ïðîãíîçó íà ãîä Ïî ïðîãíîçó íà 1 ïîëóãîäèå Ôàêòè÷åñêè ÿíâàðü-èþíü Íåîáõîäèìî èìåòü
îñíîâíîé ïîâûøåííûé Â îñòàâøèéñÿ äî êîíöà ãîäà ïåðèîä äëÿ âûõîäà íà îñíîâíîé ïðîãíîç
Âàëîâîé âíóòðåííèé ïðîäóêò 104-105 106,5 104,9 104,7 103,3-105,3
Ïðîäóêöèÿ ïðîìûøëåííîñòè 105-106 107 105,5 104,0 106-108
Ïðîäóêöèÿ ñåëüñêîãî õîçÿéñòâà 103-104 105 104,1 104,3 101,7-103,7
Èíâåñòèöèè â îñíîâíîé êàïèòàë 106-107 108 105,0 106,1 105,9-107,9
Ïðîèçâîäñòâî ïîòðåáèòåëüñêòîâàðîâ 104,5-105,5 106 105,0 104,2 104,8-106,8
 òîì ÷èñëå:
Ïðîäîâîëüñòâåííûõ 105-106 102,8 107,2-109,2
Íåïðîäîâîëüñòâ 104,5-105,5 104,0 105-107
Îáúåì âíåøíåé òîðãîâëè – âñåãî 106,8 102,2 110,1
 òîì ÷èñëå:
Ýêñïîðò 106,6 103,0 109,0
Èìïîðò 107,1 101,5 111,1
Ðåàëüíûå äåíåæíûå äîõîäû íàñåëåíèÿ 105-106 118,0 95,7-97,4
Ðîçíè÷íûé òîâàðîîáîðîò 105-106 - 104,5 115,3 97,6-99,4
Ïëàòíûå óñëóãè íàñåëåíèþ 105-106 106,5 106,0 106,0 104,2-106,0
Ìàòåðèàëîåìêîñòü âàëîâîãî âûïóñêà (ðîñò «+», ñíèæåíèå «-»  â % (-1,4)-(-1,7) -0,4 (-2,1)-(-2,6)
Ýíåðãîåìêîñòü ÂÂÏ (ðîñò «+», ñíèæåíèå «-»  â % (-4,2)-(-5,2) -4,9 (-3,7)-(5,4)
Ââîä â ýêñïë æèëüÿ çà ñ÷åò âñåõ èñòî÷íèêîâ ôèíàíñèð, òûñ. êâ.ì. 2500-3000 - 1000-1200 1387 1113-1613

Òàáëèöà 6. Ðåçóëüòàòû õîçÿéñòâåííîé äåÿòåëüíîñòè 1 ïîëóãîäèÿ.


Ñòðàíèöû: 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12


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