| 
  • If you are citizen of an European Union member nation, you may not use this service unless you are at least 16 years old.

  • You already know Dokkio is an AI-powered assistant to organize & manage your digital files & messages. Very soon, Dokkio will support Outlook as well as One Drive. Check it out today!

View
 

Factoring

Page history last edited by PBworks 15 years, 3 months ago

Factoring Questions:

 

1)  Factor: 

Formula 

     Step 1:  This expression is the difference of two perfect squares.  You can identify this type of problem by looking to see if there are only two terms, each is a perfect square, and the operation is subtraction. 

      Step 2:   Identify the square root of term c. (There is no term b when you are performing a factoring operation on the difference of two perfect squares.)  Square root of 100 is 10.

      Step 3:  Set up.  (         )(       )

      Step 4:  Since this is the difference of two perfect squares you will have to use an addition in one set of parenthesis, and a subtraction in the other.  (    +    )(     -    )

      Step 5:  What are the factors of the first term? (X  +    )(X   -    )

     Step 6:  Using the square roots of the c term which you found in Step 2, complete the problem.  (X+10)(X-10)

 

2)  Factor:  Formula

 

3)  Factor: Formula

 

4)  Factor: Formula

 

5)  Factor:  Formula

 

Calculator Lesson for checking factoring.

 

1) Enter your quadratic equation onto the homescreen.

2)  Click on 2nd, Math, =. (This will bring you to the test menu, and you are selecting = to determine whether you have factored correctly.)

3)  Enter the factoring you believe is correct.

4)  Click Enter.

If you have factored correctly, the screen will display 1 as the answer.  Ifyou have factored incorrectly, the screen will display 0 as an answer.  This is a great way to check your work.

 

 

 

Factoring Answer Key:

 

2.  (x + 6)(x - 6)

 

3.  (x + 7)(x - 7)

 

4.  (x + 15)(x - 15)

 

5.  (x + 20)(x - 20)

 

Comments (0)

You don't have permission to comment on this page.