Factoring Quadratics

What are the values that make this diamond true?

• $1x\ and\ 4x$

• $1\ and\ 4$

• $1x\ and\ 3x$

• $1\ and\ 3$

What are the values that make this diamond true?

• $3x\ and\ -4x$

• $-6x\ and\ -2x$
  

• $-12x\ and\ -1x$
  

• $6x\ and\ 2x$
  

What are the values that make this diamond true?

• $3x\ and\ -4x$

• $-2x\ and\ 3x$
  

• $4x\ and\ -1x$
  

• $-4x\ and\ -1x$
  

For the Quadratic Equation  $4x^2+11x+6$ , what goes in the top of the diamond?

•  $4x^2$  

•  $11x$  

•  $6$  

•  $24x^2$  

For the Quadratic Equation  $4x^2+11x+6$ , what goes in the bottom of the diamond?

•  $4x^2$  

•  $11x$  

•  $6$  

•  $24x^2$  

For the Quadratic Equation  $4x^2+11x+6$ , what TWO values go in the left and right of the diamond?

•  $8x\ and\ 3x$  
  

•  $4x\ and\ 6x$  
  

•  $24x\ and\ 1x$  

•  $3x\ and\ 2x$  
  

For the Quadratic Equation  $4x^2+11x+6$ , which rectangle is filled in correctly?

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For the Quadratic Equation  $4x^2+11x+6$ , what term is the GCF (red box shown on the diagram)?

•  $4x$  

•  $2x$  

•  $8$  

•  $4x^2$  

For the Quadratic Equation  $4x^2+11x+6$ , what term goes in the base as shown by the red box on the diagram?

•  $3$  

•  $1x^2$  

•  $1x$  

•  $3x^{ }$  

For the Quadratic Equation $4x^2+11x+6$ , what term goes in the base as shown by the red box on the diagram?

• $2$

• $8x^{ }$

• $2x$

• $6$