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12,3 | 13,6 | 21,7 | 8,5 | 9,8 | -6,7 | 7,34 | 8,19 | |
-0,95 | -0,75 | -0,85 | -0,53 | -0,79 | 0,24 | -0,94 | -0,37 | |
4,0 | 2,0 | 3,0 | 4,0 | 5,0 | 6,0 | 7,0 | 8,0 | |
1,3×105 | 1,1×103 | 1,4×102 | 1,4×103 | 1,7×105 | 1,1×103 | 1,5×104 | 1,2×105 | |
-1,7 ×104 | -1,5 ×104 | -1,8 ×103 | -1,5 ×102 | -1,8 ×104 | -1,2 ×104 | -1,7 ×105 | -1,9 ×103 | |
-2,2 ×10-3 | -0,7 ×10-5 | -1,6 ×10-4 | -1,7 ×10-4 | -1,9×10-3 | -1,3 ×10-5 | -1,8 ×10-6 | -2,7 ×10-2 |
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a | w | b | j | p | w | D | r | |
b12 | a13 | g15 | b01 | j05 | r06 | t07 | w06 | |
qzt | rs | vr | qz | pv | rz | qw | tz | |
nos1 | St02 | les3 | bar4 | rab5 | vod6 | var7 | nok8 | |
zi (i=1`,n) | Vi (i=1`,n) | wk (k=1`,n) | ti (i=1`,n) | si (i=1`,n) | hk (k=1`,n) | mk (k=1`,n) | δk (k=1`,n) | |
wij (i=1`,n) (j=1`,m) | zij (i=1`,n) (j=1`,m) | eik (i=1`,n) (k=1`,m) | dij (i=1`,n) (j=1`,m) | yij (i=1`,n) (j=1`,m) | qik (i=1`,n) (k=1`,m) | lik (i=1`,n) (k=1`,m) | βik (i=1`,n) (k=1`,m) | |
stra (. .) | bnty (. .) | bgpa (. .) | bpi (. .) | Bar (. .) | tost (. .) | fitr (. .) | post (. .) | |
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17,5 | 17.5 | Real | |
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a | Alf,alfa | |
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3.1
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I | 2.1 | 3,3x +25eZ1 y1= ¾¾¾¾¾¾; | x | × |
2.2 | a1 + b1 z1= ¾¾¾¾¾¾ +Ln2 x ; ex1 +Sin(x ) | |
2.3 | b1× x1 y1= a1+ ¾¾¾¾; ea1b1 | |
2.4 | 3 ___________ g1=Ö Cos2(a1+r1) + arcSin β1; | |
2.5 | = | |
II | 2.1 | 3,8y +65ex y2= ¾¾¾¾¾¾; | y | × |
2.2 | c1 + a1 z2= ¾¾¾¾¾¾ +Ln2 x23 ; ey2 +Sin(x ) | |
2.3 | d2× w2 y2= a2+ ¾¾¾¾; ea2b2 | |
2.4 | 3 ___________ w2=Ö Cos2(a2+r2) + arcCos ε2; | |
2.5 | . | |
III | 2.1 | 7,3 x +29 x3 y3= ¾¾¾¾¾¾; | x ׀× |
2.2 | a3 + b3 z3= ¾¾¾¾¾¾ +Ln2 x ; eβ +Sin( ) | |
2.3 | b3× x3 y3= a3+ ¾¾¾¾; ea3b3 | |
2.4 | 3 ___________ g3=Ö Cos2(a3+r3) + arctg S3; | |
2.5 | ||
IV | 2.1 | 3,8y +65ex s4= ¾¾¾¾¾¾; | y | × |
2.2 | c4 + a4 z4= ¾¾¾¾¾¾ +Lg2x ; eT +Sin(x ); | |
2.3 | d4× w4 y4= a4+ ¾¾¾¾; ea4b4 | |
2.4 | 3 ___________ w4=Ö tg2(a4+r4) + arcCos(j 2); | |
2.5 | ||
V | 2.1 | 3,8y +65ex y5= ¾¾¾¾¾¾; ε | × |
2.2 | c5 + a5 z5= ¾¾¾¾¾¾ +ln2 x ; ey5 + Sin(x ) | |
2.3 | d5× w5 y5= a5+ ¾¾¾¾; ea5b5 | |
2.4 | 3 ___________ w5=Ö Cos2(a5+r5) + arctg j5; | |
2.5 | ||
VI | 2.1 | 3,8f +65ex y6= ¾¾¾¾¾¾; | z | × |
2.2 | c6 + a6 z6= ¾¾¾¾¾¾ +ln2 x ; ey6 +Sin(x ) | |
2.3 | d6× w6 y6= a6+ ¾¾¾¾; ea6b6 | |
2.4 | 3 ___________ w6=Ö Cos2(a6+r6) + arcSin α6; | |
2.5 | ||
VII | 2.1 | 13,8w + 65x y7 = ¾¾¾¾¾¾; | ε | × |
2.2 | c7 + a7 z7= ¾¾¾¾¾¾ +lg2x7 ; ey7 +Sin(x ) | |
2.3 | d7×Sin(w2) y7= a 7+ ¾¾¾¾; ea7b7 | |
2.4 | 3 ___________ w7=Ö Cos2(a7+r7) + arctg ω7; | |
2.5 | ||
VIII | 2.1 | 9,7 y + 2,6 x y2 = ¾¾¾¾¾¾; |
VIII | 2.2 | c1 + a1 z8 = ¾¾¾¾¾¾ +Ln2 x ; ey8 +Sin(x ) |
2.3 | z8× w8 y8= tg(a8 ) + ¾¾¾¾; ea8b8 | |
2.4 | 3 ___________ w8=Ö Sin2(a8+r8) + arctg(j8 ); | |
2.5 |
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