taaam7285 taaam7285
  • 21-11-2017
  • Mathematics
contestada

Why must every polynomial equation with real coefficients of degree 3 have at least one real root?

Respuesta :

W0lf93
W0lf93 W0lf93
  • 30-11-2017
Answer: Every polynomial function of degree n≥1 with complex coefficients has n complex toots. A solution repeated n times counts as n roots.
Answer Link

Otras preguntas

what is 3x+3=-27  what is x
how do you work out the value of "d" in the equation: 7d=4d+21?
Can you help me.. What Is a Soliloquy?
the difference between memory and storage is that memory is ..................and storage is.............a)tempoary fermanentb)permanent tempoaryc)sloe fastd)al
What Was the Alaska Purchase?
What determines which stage occurs after a supernova?
simplify [tex] \sqrt{49/4} [/tex]
??? What is Continuing Education?
I'm making a great dodecahedron for geometry and I'm failing at putting it together! Any tips?!
What Are the Pros and Cons of Auditory Learning?