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Multiplying Polynomials
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mlynczyk
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Feb. 20, 2011

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Multiplying Polynomials
Kuta Software –
Infinite Algebra 1 Name___________________________________ Multiplying Polynomials Date________________ Period____ Find each product. 1) 6v(2v + 3) 2) 7(−5v − 8) 3) 2 x(−2 x − 3) 4) −4(v + 1) 5) (2n + 2)(6n + 1) 6) (4n + 1)(2n + 6) 7) ( x − 3)(6 x − 2) 8) (8 p − 2)(6 p + 2) 9) (6 p + 8)(5 p − 8) 10) (3m − 1)(8m + 7) 11) (2a − 1)(8a − 5) 12) (5n + 6)(5n − 5) -1-
2
14) (7 x − 6)(5 x + 6) 13) (4 p − 1) 15) (6n + 3)(6n − 4) 16) (8n + 1)(6n − 3) 17) (6k + 5)(5k + 5) 18) (3 x − 4)(4 x + 3) 19) (4a + 2)(6a 2 − a + 2) 20) (7k − 3)(k 2 − 2k + 7) 21) (7r 2 − 6r − 6)(2r − 4) 22) (n 2 + 6n − 4)(2n − 4) 23) (6n 2 − 6n − 5)(7n 2 + 6n − 5) 24) (m 2 − 7m − 6)(7m 2 − 3m − 7) -2-
Kuta Software –
Infinite Algebra 1 Name___________________________________ Multiplying Polynomials Date________________ Period____ Find each product. 1) 6v(2v + 3) 2) 7(−5v − 8) 12v 2 + 18v −35v − 56 3) 2 x(−2 x − 3) 4) −4(v + 1) −4 x 2 − 6 x −4v − 4 5) (2n + 2)(6n + 1) 6) (4n + 1)(2n + 6) 12n 2 + 14n + 2 8n 2 + 26n + 6 7) ( x − 3)(6 x − 2) 8) (8 p − 2)(6 p + 2) 6 x 2 − 20 x + 6 48 p 2 + 4 p − 4 9) (6 p + 8)(5 p − 8) 10) (3m − 1)(8m + 7) 30 p 2 − 8 p − 64 24m 2 + 13m − 7 11) (2a − 1)(8a − 5) 12) (5n + 6)(5n − 5) 16a 2 − 18a + 5 25n 2 + 5n − 30 -1-
2 13) (4 p
− 1) 14) (7 x − 6)(5 x + 6) 16 p 2 − 8 p + 1 35 x 2 + 12 x − 36 15) (6n + 3)(6n − 4) 16) (8n + 1)(6n − 3) 36n 2 − 6n − 12 48n 2 − 18n − 3 17) (6k + 5)(5k + 5) 18) (3 x − 4)(4 x + 3) 30k 2 + 55k + 25 12 x 2 − 7 x − 12 19) (4a + 2)(6a 2 − a + 2) 20) (7k − 3)(k 2 − 2k + 7) 24a 3 + 8a 2 + 6a + 4 7k 3 − 17k 2 + 55k − 21 21) (7r 2 − 6r − 6)(2r − 4) 22) (n 2 + 6n − 4)(2n − 4) 14r 3 − 40r 2 + 12r + 24 2n 3 + 8n 2 − 32n + 16 23) (6n 2 − 6n − 5)(7n 2 + 6n − 5) 24) (m 2 − 7m − 6)(7m 2 − 3m − 7) 42n 4 − 6n 3 − 101n 2 + 25 7m 4 − 52m 3 − 28m 2 + 67m + 42 -2-