В вариантах задания требуется составить программу для нахождения максимумов или минимумов, но предварительно сравниваемые величины нужно вычислить.
| № вар.
| Функция
| Составляющие
| Аргументы
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| v =min(a,b)
| a=1/2 x 2y+3 + yx^2 -1;
b =ln(x+y+3x +4)+e
| x=1.24; y=2.35
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| x=-8.2; y=2.25
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| w =min(max(a,b),c)
| a = ln(ex-y +2|y|; c = 2sin(x2 -6x)
b= 
| x=3.2; y=1.32
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| z =min(a,b)
| a = |cos(x)+cos(y)|1+2x
b = 1+ex+y +sin|4x-2|
| x=-1.25; y=2.25
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| m = max(a,b)
| a = sin(x+y2)+ex+1;
b = 
| x=2.32; y=-3.43
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| u = max(a,min(b,c))
| a = 1/(1+x+y) +|x+y|;
b =  ;
c = cos(x+2)-2x;
| x=-2.32; y=3.3
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| u = min(a,b)
| a = ex+1 +sin(x2 -8);
b = 
| x=-4.28
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| c = tg (min(a,b))
| a =  ;
b = sin(e0,5 +e4)
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| t = min{y,z}
| y =|ln(1+x)5 +cos PIx3|;
z = (cos ex +(1/x)+ex) sin x
| x=1.09
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| t = max{y,z,x}
| y =cos PIx3 +ln(1+x)2;
z = e2x +(1/x2)+cos5 x
| x=1.78
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| a = sin x+x4 +ecos x;
b =ln x7 +sin PIx2
| x=4.0
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| y = max{z,t}5
| z = sin(ln x +sin PIx);
t =x3 +sin x+ecos x
| x - дано
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| u = min(max(a,b),c)
| a = sin(x+y8)+ex+1;
b = cos|x-y| + |x3-y|;
c = x4+3y5+2;
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x=-2.2
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| u =min(a,max(b,c))
| a =e-x+1 +sin(x6 -8);
b =  |x|;
c =e7x +6x-2
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x=-3.8
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| a = max{t,min{y,z}}
| y =  ;
z =(x +cos ex +sin x); t =x
| x=4.35
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| u =man(a,b,c)
| a=tg x 2y+3 + yx^2 -1;
b =log(x+y+3x +4)+e; c=arctg(x-y)3;
| x=1.24; y=2.35
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| x=-8.2; y=2.25
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| u = min(max(a,b),c)
| a = ln(ex-y +2|y|;
b = sin(x-2)+cos (x-1); c = ctg(x2 -6x)
| x=3.2; y=1.32
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| u=max(a,b)
| a =  ; b = 1+ex+y +sin|4x-2|
| x =-1.25; y=2.25
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| m = min(a,b) ·max(a,b)
| a = sin(x+y2)+ex+1;
b = ln(x-y)+log|x-y |
| x=2.32; y=-3.43
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2015-05-13
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