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sqrt(1/(10*10^3*b*c*d))=6,28*10^3; sqrt((10*10^3*c)/(b*d))=10; 1+(c/d)+(10*10^3/b)*(1-5)=1

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Solución

Ha introducido [src]
    _____________           
   /      1         157*1000
  /  -----------  = --------
\/   10000*b*c*d       25   
1d10000bc=157100025\sqrt{\frac{1}{d 10000 b c}} = \frac{157 \cdot 1000}{25}
    _________     
   / 10000*c      
  /  -------  = 10
\/     b*d        
10000cbd=10\sqrt{\frac{10000 c}{b d}} = 10
    c   10000         
1 + - + -----*(-4) = 1
    d     b           
(4)10000b+(cd+1)=1\left(-4\right) \frac{10000}{b} + \left(\frac{c}{d} + 1\right) = 1
(-4)*(10000/b) + c/d + 1 = 1
Respuesta rápida
b1=2000b_{1} = -2000
=
2000-2000
=
-2000

c1=16280000c_{1} = - \frac{1}{6280000}
=
16280000- \frac{1}{6280000}
=
-1.59235668789809e-7

d1=1125600000d_{1} = \frac{1}{125600000}
=
1125600000\frac{1}{125600000}
=
7.96178343949045e-9
b2=2000b_{2} = -2000
=
2000-2000
=
-2000

c2=16280000c_{2} = \frac{1}{6280000}
=
16280000\frac{1}{6280000}
=
1.59235668789809e-7

d2=1125600000d_{2} = - \frac{1}{125600000}
=
1125600000- \frac{1}{125600000}
=
-7.96178343949045e-9
b3=2000b_{3} = 2000
=
20002000
=
2000

c3=16280000c_{3} = - \frac{1}{6280000}
=
16280000- \frac{1}{6280000}
=
-1.59235668789809e-7

d3=1125600000d_{3} = - \frac{1}{125600000}
=
1125600000- \frac{1}{125600000}
=
-7.96178343949045e-9
b4=2000b_{4} = 2000
=
20002000
=
2000

c4=16280000c_{4} = \frac{1}{6280000}
=
16280000\frac{1}{6280000}
=
1.59235668789809e-7

d4=1125600000d_{4} = \frac{1}{125600000}
=
1125600000\frac{1}{125600000}
=
7.96178343949045e-9