Choose the correct degree (odd or even) and leading coefficient (positive or negative) for this graph:

• Degree: Odd,

  Leading Coefficient: Positive

• Degree: Even,

  Leading Coefficient: Negative

• Degree: Even,

  Leading Coefficient: Positive

• Degree: Odd,

  Leading Coefficient: Negative

Determine if the degree is odd or even, and if the leading coefficient is positive or negative:

• Degree: Odd, Leading Coefficient: Negative

• Degree: Even, Leading Coefficient: Negative

• Degree: Even, Leading Coefficient: Positive

• Degree: Odd, Leading Coefficient: Positive

Choose whether the degree is odd or even, and leading coefficient is positive or negative:

• Degree: Odd, Leading Coefficient: Negative

• Degree: Odd, Leading Coefficient: Positive

• Degree: Even, Leading Coefficient: Negative

• Degree: Even, Leading Coefficient: Positive

Describe whether the degree is odd or even and if the leading coefficient is positive or negative.

• Degree: Even,

  Leading Coefficient: Positive

• Degree: Odd,

  Leading Coefficient: Negative

• Degree: Even,

  Leading Coefficient: Negative

• Degree: Odd,

  Leading Coefficient: Positive

Identify the correct end behavior:

 $-x^2+7x-9$  

•  $\uparrow\ \downarrow$  

•  $\downarrow\ \downarrow$  

•  $\uparrow\ \uparrow$  

•  $\downarrow\ \uparrow$  

Identify the correct end behavior:

 $-x^{3\ }+7x^2-2x+14$  

•  $\uparrow\ \downarrow$  

•  $\downarrow\ \uparrow$  

•  $\downarrow\ \downarrow$  

•  $\uparrow\ \uparrow$  

Choose the correct end behavior:

 $x^{4\ }-5x^{2\ }+6$  

•  $\uparrow\ \downarrow$  

•  $\downarrow\ \uparrow$  

•  $\downarrow\ \downarrow$  

•  $\uparrow\ \uparrow$  

Choose the correct end behavior: (hint! watch for exponents)

 $\left(x-2\right)\left(x+5\right)^2\left(x-1\right)$  

•  $\downarrow\ \downarrow$  

•  $\uparrow\ \uparrow$  

•  $\downarrow\ \uparrow$  

•  $\uparrow\ \downarrow$  

Choose the correct end behavior:

 $-\left(x+7\right)\left(x-2\right)\left(x-4\right)$  

•  $\downarrow\ \downarrow$  

•  $\uparrow\ \uparrow$  

•  $\uparrow\ \downarrow$  

•  $\downarrow\ \uparrow$  

If a polynomial has an ODD degree and a NEGATIVE leading coefficient, then the right arrow points __________

• Up

• Down

• I am so lost not gonna lie