Polynomials, Exponents and Factoring

Factor the polynomial.

Write your answer with NO SPACES, the ^ for exponents, and NO =

(a)  

Factor the polynomial.

Write your answer with NO SPACES, the ^ for exponents, and NO =

(a)  

Factor the polynomial.

Write your answer with NO SPACES, the ^ for exponents, and NO =

(a)  

Factor the polynomial.

Write your answer with NO SPACES, the ^ for exponents, and NO =

(a)  

Complete the steps to solve $$-x^4+14x^2-45=0$$ by factoring.

Factor by grouping to find all real solutions to the equation $$16x^3-48x^2-x+3$$ .

Step 1 - factor out GCF's: ​ (a)   (x-3)​ (b)   (x-3)

Step 2 - "commons & leftovers" : ​ (x-3) ​ (c)  

Step 3 - factor difference of squares: (x-3)​ (d)  

Step 4 - Solve: ​ (e)  

Match each polynomial to its factored form:

Match each polynomial with the correct label for factoring.

The GCF of 2x²-4x+8 is (a)   .

If a = 4x and b = 5, write a SUM of Cubes Problem that would need to then be factored.