Respuestas
Respuesta:
1+1_+8
Explicación paso a paso:
Respuesta:1
Factoriza el signo negativo.
−(6x2−4x+9)-(6{x}^{2}-4x+9)
−(6x2−4x+9)
2
Factoriza con la fórmula cuadrática.
−6(x−4+102ı12)(x−4−102ı12)-6(x-\frac{4+10\sqrt{2}\imath }{12})(x-\frac{4-10\sqrt{2}\imath }{12})
−6(x−124+102
)(x−124−102
)
3
Extrae el factor común 222.
−6(x−2(2+52ı)12)(x−4−102ı12)-6(x-\frac{2(2+5\sqrt{2}\imath )}{12})(x-\frac{4-10\sqrt{2}\imath }{12})
−6(x−122(2+52
))(x−124−102
)
4
Simplifica 2(2+52ı)12\frac{2(2+5\sqrt{2}\imath )}{12}122(2+52
) a 2+52ı6\frac{2+5\sqrt{2}\imath }{6}62+52
.
−6(x−2+52ı6)(x−4−102ı12)-6(x-\frac{2+5\sqrt{2}\imath }{6})(x-\frac{4-10\sqrt{2}\imath }{12})
−6(x−62+52
)(x−124−102
)
5
Extrae el factor común 222.
−6(x−2+52ı6)(x−2(2−52ı)12)-6(x-\frac{2+5\sqrt{2}\imath }{6})(x-\frac{2(2-5\sqrt{2}\imath )}{12})
−6(x−62+52
)(x−122(2−52
))
6
Simplifica 2(2−52ı)12\frac{2(2-5\sqrt{2}\imath )}{12}122(2−52
) a 2−52ı6\frac{2-5\sqrt{2}\imath }{6}62−52
.
−6(x−2+52ı6)(x−2−52ı6)-6(x-\frac{2+5\sqrt{2}\imath }{6})(x-\frac{2-5\sqrt{2}\imath }{6})
−6(x−62+52
)(x−62−52
)
Explicación paso a paso: