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Otras calculadoras
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- La ecuación:
-
Ecuación x+(x/4)=-5
- Ecuación z^4-81=0
-
Ecuación z^3=8
-
Ecuación x^3+x^2-2=0
- Expresar {x} en función de y en la ecuación:
- -18*x-8*y=-18
- -13*x+12*y=-19
- -1*x+11*y=-9
- 16*x-11*y=13
-
Expresiones idénticas
- 3x^- cuatro -2x-7x+ catorce -x^- ocho = cero
- 3x en el grado menos 4 menos 2x menos 7x más 14 menos x en el grado menos 8 es igual a 0
- 3x en el grado menos cuatro menos 2x menos 7x más cotangente de angente de orce menos x en el grado menos ocho es igual a cero
- 3x-4-2x-7x+14-x-8=0
- 3x^-4-2x-7x+14-x^-8=O
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Expresiones semejantes
- 3x^-4-2x-7x-14-x^-8=0
- 3x^-4+2x-7x+14-x^-8=0
- 3x^-4-2x-7x+14-x^+8=0
- 3x^+4-2x-7x+14-x^-8=0
- 3x^-4-2x+7x+14-x^-8=0
- 3x^-4-2x-7x+14+x^-8=0
3x^-4-2x-7x+14-x^-8=0 la ecuación
El profesor se sorprenderá mucho al ver tu solución correcta😉
Solución
Ha introducido
[src]
3 1 -- - 2*x - 7*x + 14 - -- = 0 4 8 x x
$$\left(\left(- 7 x + \left(- 2 x + \frac{3}{x^{4}}\right)\right) + 14\right) - \frac{1}{x^{8}} = 0$$
Respuesta rápida
[src]
x1 = -0.634089945579515
$$x_{1} = -0.634089945579515$$
x2 = 0.679778002740391
$$x_{2} = 0.679778002740391$$
x3 = 1.60344015284354
$$x_{3} = 1.60344015284354$$
x4 = -0.550273749468592 - 0.508789115312173*I
$$x_{4} = -0.550273749468592 - 0.508789115312173 i$$
x5 = -0.550273749468592 + 0.508789115312173*I
$$x_{5} = -0.550273749468592 + 0.508789115312173 i$$
x6 = -0.0203429798225043 - 0.648016886684076*I
$$x_{6} = -0.0203429798225043 - 0.648016886684076 i$$
x7 = -0.0203429798225043 + 0.648016886684076*I
$$x_{7} = -0.0203429798225043 + 0.648016886684076 i$$
x8 = 0.523830402066668 - 0.637603945828984*I
$$x_{8} = 0.523830402066668 - 0.637603945828984 i$$
x9 = 0.523830402066668 + 0.637603945828984*I
$$x_{9} = 0.523830402066668 + 0.637603945828984 i$$
x9 = 0.523830402066668 + 0.637603945828984*i
Suma y producto de raíces
[src]
suma
-0.634089945579515 + 0.679778002740391 + 1.60344015284354 + -0.550273749468592 - 0.508789115312173*I + -0.550273749468592 + 0.508789115312173*I + -0.0203429798225043 - 0.648016886684076*I + -0.0203429798225043 + 0.648016886684076*I + 0.523830402066668 - 0.637603945828984*I + 0.523830402066668 + 0.637603945828984*I
$$\left(\left(0.523830402066668 - 0.637603945828984 i\right) + \left(\left(\left(-0.0203429798225043 - 0.648016886684076 i\right) + \left(\left(\left(\left(-0.634089945579515 + 0.679778002740391\right) + 1.60344015284354\right) + \left(-0.550273749468592 - 0.508789115312173 i\right)\right) + \left(-0.550273749468592 + 0.508789115312173 i\right)\right)\right) + \left(-0.0203429798225043 + 0.648016886684076 i\right)\right)\right) + \left(0.523830402066668 + 0.637603945828984 i\right)$$
=
1.55555555555556
$$1.55555555555556$$
producto
-0.634089945579515*0.679778002740391*1.60344015284354*(-0.550273749468592 - 0.508789115312173*I)*(-0.550273749468592 + 0.508789115312173*I)*(-0.0203429798225043 - 0.648016886684076*I)*(-0.0203429798225043 + 0.648016886684076*I)*(0.523830402066668 - 0.637603945828984*I)*(0.523830402066668 + 0.637603945828984*I)
$$1.60344015284354 \left(- 0.634089945579515 \cdot 0.679778002740391\right) \left(-0.550273749468592 - 0.508789115312173 i\right) \left(-0.550273749468592 + 0.508789115312173 i\right) \left(-0.0203429798225043 - 0.648016886684076 i\right) \left(-0.0203429798225043 + 0.648016886684076 i\right) \left(0.523830402066668 - 0.637603945828984 i\right) \left(0.523830402066668 + 0.637603945828984 i\right)$$
=
-0.111111111111111 + 6.93889390390723e-18*I
$$-0.111111111111111 + 6.93889390390723 \cdot 10^{-18} i$$
-0.111111111111111 + 6.93889390390723e-18*i
Respuesta numérica
[src]
x1 = -0.634089945579515
x2 = 0.679778002740391
x3 = 1.60344015284354
x4 = -0.550273749468592 - 0.508789115312173*i
x5 = -0.550273749468592 + 0.508789115312173*i
x6 = -0.0203429798225043 - 0.648016886684076*i
x7 = -0.0203429798225043 + 0.648016886684076*i
x8 = 0.523830402066668 - 0.637603945828984*i
x9 = 0.523830402066668 + 0.637603945828984*i
x9 = 0.523830402066668 + 0.637603945828984*i