Question: Factoring Part 2 ( Difference . Sum of Cubes, Grouping) Factor each polynomial, if possible. If the polynomial cannot be factored , write prime. Difference

Factoring Part 2 ( Difference . Sum of Cubes, Grouping) Factor each polynomial, if possible. If the polynomial cannot be factored , write prime. Difference & Sum of Cubes 1. x3 - 8 (a b ) ( al abtb ? ) 2. 216x3 + 1 ( a b ) (92 96+ 62 b= 2 ( x -2 ) ( x 2 ) + ( x - 2 + 2 a = 6x ( 6x+ 1 ) (627- 4 1 +:") ( x - 2 ) ( * 2 + 2* + 4/ b = 1 ( 6 * + 1) ( 3 62 get1 ) GCE X331m' - 8n6 ( a b ) ( 92 abt 6 2 ) 4. 2a3 + 263 ( a b ) ( 92 ab+ 62 ) 9 = 11x ( 11x - 2n ) ( 17 + 11 - 2 + 2h ) ( 2at ? ) ( 29 2 - 2 - 2 - 2 2 ) b - 2 ( ilx - In ) ( 121 + 28 +46 ) 6 = 24 6 ( 29 + 2 ) ( 49 - 4 - 4 ) 2 ( a' tb ? ) Grouping 5. x3 + 3x2+ 7x+21 6. 5m3 - m2 - 20m + 4 7. 7ab - 42a2 + 3b -18a 8. 5xy - 10x2 - 3y + 6x Page 1 Angie Gunter, 2021\f

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