M axcy11o11111 co11411111a1-1
o111411ra11co(b1'y1.11yM
Co11411ra1-1 Maxcy11o111apH14
14u111a6 ‘lKKapHl1I y-1y1-1
capq111aH1*a1-1 xapaxmmap
Maxcynornu co11111111a11
0111111131-1 sumn cboima Qo ( Po-So ) Q1 (Po-So)
145
M01114511;1414 TAx.111411
Q —— Maxcy110r1114Hr ¢1143141< xa)1(M14; S — Maxcynorr .614p—
1114r14 Ta1111apx14; P — Maxcy11oT 614p1114r14 6ax0c14.
1. X,a>KM y31ap1411114H14Hr 51111114 ¢)017111a y3rap14111141‘a 131,011-- p14:
¢1>,=Q, (Po-So) - Q0 ( Po-So ) => 129540-112560 = +16980
2. Baxo Ba 1411111a6 11141(D:=Q1( P|'S| )' Q1 (Po-So) 3 Q1 ((P1'Po)(S|'So) => Q2= +3505l+(-30331) = + 4670 M11111‘
2.1. Baxo y3rap1111114111411r 51111114 (po17111ara Ta'1.c14p14:
Q, (P,-Po) => 421571 — 386520 = +35o51
2.2. TaHHapx y31‘ap1111114111411r 51111114 (b01‘»’111a1‘a Ta1>c14p14:
Q. (SI-So) => 256980 -- 287361= - 3038] M11!!!‘ cyu.
Xap 141<1(14 0M1411 1711/IFPIHIXPICI/I:
+16980 + 4670 = + 21650 = (134210 - 112560)
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1461111a>1111ap14h1411r>0p1411a114>
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