Question 1

En la expresión siguiente, se puede aplicar diferencia de cuadrados:  $ x^2+y^2 $ :

Accepted Answer

false

Answer

true

Question 2

Coloque a su derecha la expresión que puede factorarse por lo menos con  dos métodos distintos  y a su izquierda la que no:

Accepted Answer

$x^3-8$,$x^3-4x$

Question 3

Separe correctamente los casos de factorizacion:

Question 4

Paree la expresión con su respectivo caso de factorizacion

Question 5

Factore: $ x^3+x $

Accepted Answer

$ x(x^2+1) $

Question 6

Factore:  $ 4x^3+16x^3+8 $

Accepted Answer

4(5x^3+2)

Question 7

Al factorizar $16x^2y^4 +24y^2x^3 $,se tiene:

Accepted Answer

$( 8x^2y^2)(2y^2+3x)$

Answer

$(4xy)(4xy^3 + 6xy^2)$

Answer

$(8x^2y^2)(2y^2 + 12x)$

Question 8

Factorar: $x^2+6x+9-y^2$

Accepted Answer

$(x+y+3)(x-y+3)$

Answer

$(x+y+3)(x-y-3)$

Answer

$(x+y-3)(x-y+3)$

Answer

$(x-y+3)(x-y-3)$

Question 9

Factore:

Accepted Answer

https://uploads.quizalize.com/59e08737-d23a-488a-ae19-43c0a393f390/question/44de2473f63cc122bc021cf85b3f43333cd9a3ae.png

Answer

https://uploads.quizalize.com/59e08737-d23a-488a-ae19-43c0a393f390/question/15bdaa2d4dab0b18633303919ee3f863c7e2f8d8.png

Question 10

Factorar:

Accepted Answer

https://uploads.quizalize.com/59e08737-d23a-488a-ae19-43c0a393f390/question/4d5fee45746d119617ad91575a3705e62a3d461e.png

Answer

https://uploads.quizalize.com/59e08737-d23a-488a-ae19-43c0a393f390/question/41f3c2be6bbd975a2cfc43ee2305517f0cf2a98e.png

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