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Desafío de Potencias y Polinomios

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Desafío de Potencias y Polinomios

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About this activity

Verdadero o falso sobre sumas de potencias.

Created by

Tatiana Nùñez
Tatiana Nùñez
Ecuador

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Desafío de Potencias y Polinomios
 

Desafío de Potencias y PolinomiosOnline version

Verdadero o falso sobre sumas de potencias.

by Tatiana Nùñez
1

La suma de potencias siempre se puede expresar como un único término.

2

Toda expresión con x^2 y y^2 es una suma de potencias de la misma variable.

3

x^2+y^2 no se puede factorizar con raíces reales.

4

x^2+y^2 es una suma de potencias en dos variables.

5

x^2+y^2 = (x+y)^2.

6

Los exponentes en una suma se suman para simplificar la expresión.

7

La suma de potencias puede ser polinomio si todos los exponentes son enteros no negativos.

8

(x−y)(x+y) es la factorización de una diferencia de cuadrados.

9

Un polinomio puede contener términos como x^3, x^2 y, que es una suma de potencias.

10

3x es una potencia de x.

 
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