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 :

30-11-2017

Answer: Every polynomial function of degree nâ‰Ą1 with complex coefficients has n complex toots. A solution repeated n times counts as n roots.

Answer Link

Otras preguntas

The triangle in this question is not drawn accurately. Use Pythagoras' Theorem to explain why triangle A must be right-angled. 5 cm 12 cm 13 cm 55%

Which table was created using the equation y = 4x-1? A C Input (x) Output (y) 3 11 4 15 27 31 35 39 5 6 7 8 Input (x) Output (y) 3 42 43 45 47 48 49 4 5 7 8 B D

pollination by insect process in pride of barbados. I need the explanation ASAP

Why isn't the Kandy and Kernels store too popular?

3.7.2 Project: Your Dog-Walking Business?

HELP PLS. Choose the period with the highest grade, and provide and explanation based on the shape on the histograms.

A store owner wishes to make a new tea with a unique flavor by mixing black tea and oolong tea. If he has 35 pounds of oolong tea that sells for $2.40 per pound

Pour commencer ● FICHE DE LECTURE: Paul Eluard, Le Temps déborde Etes-vous émus ou embarrassés par la lecture de ce texte? BREVET L. Un événement tragique 1. A

Find the difference by subtracting the second polynomial from the first.(11m^(2)n^(5)-3m^(2)n^(3)+5mn-n ) and (-6m^(2)n^(5)+3m^(2)n^(5)+m+2n )

Which descriptions represent a categorical data set? Select all correct answers. a.) average length of time that a piece of chewing gum is chewed b.) color of c