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SECTION 1.6 FACTORING (Part II) FACTORING DIFFERENCE of ...

SECTION FACTORING (Part II). FACTORING DIFFERENCE of TWO SQUARES and PERFECT square TRINOMIALS. use the formula from SECTION EXAMPLE. 1. EXAMPLE. EXAMPLES. 2. 3. EXAMPLES. 4. EXERCISES. 5. FACTORING SUM and DIFFERENCE of TWO CUBES. In above part EXAMPLES. 6. EXAMPLES. 7. 8. EXAMPLES. 9. EXERCISES. Write the following as quantity cubed if possible. Factor completely. If it does not call it prime. 10.

16 is a perfect square 16 can be written as 4 squared x is written as a factor twice Writing x2 as (x)2 shows this is a perfect square 25 is 5. 5 and a2 is a. a It is now rewritten as a square 9 is 3 3 and y4 could be written as It is now rewritten as a square > Quick check Write 64 and 9x4 each as a quantity squared.

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Transcription of SECTION 1.6 FACTORING (Part II) FACTORING DIFFERENCE of ...

1 SECTION FACTORING (Part II). FACTORING DIFFERENCE of TWO SQUARES and PERFECT square TRINOMIALS. use the formula from SECTION EXAMPLE. 1. EXAMPLE. EXAMPLES. 2. 3. EXAMPLES. 4. EXERCISES. 5. FACTORING SUM and DIFFERENCE of TWO CUBES. In above part EXAMPLES. 6. EXAMPLES. 7. 8. EXAMPLES. 9. EXERCISES. Write the following as quantity cubed if possible. Factor completely. If it does not call it prime. 10.


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