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Trinomio cuadrado perfecto: verdad y falacias

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Trinomio cuadrado perfecto: verdad y falacias

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Verdad y falacias del trinomio cuadrado

Created by

Carmen Alarcon
Carmen Alarcon
Ecuador

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Trinomio cuadrado perfecto: verdad y falacias
 

Trinomio cuadrado perfecto: verdad y falaciasOnline version

Verdad y falacias del trinomio cuadrado

by Carmen Alarcon
1

x^2 + 6x + 8 es un trinomio cuadrado perfecto.

2

Un ejemplo es x^2 + 6x + 9 = (x+3)^2.

3

Un trinomio cuadrado perfecto tiene la forma (mx + n)^2.

4

Todo binomio al expandirse siempre da un trinomio cuadrado perfecto.

5

En (ax + b)^2, el coeficiente del término independiente siempre es cero.

6

Al completar el cuadrado de una expresión ax^2 + bx + c, si resulta en (dx + e)^2, es un trinomio cuadrado perfecto.

7

Para un trinomio ax^2 + bx + c ser cuadrado perfecto, el discriminante b^2 - 4ac es 0.

8

Se puede factorizar como (ax + b)^2.

9

(2x+3)^2 se expande a 2x^2 + 12x + 9.

10

Un trinomio cuadrado perfecto no puede tener números enteros en su coeficiente de x

 
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