Simplify 23 4 y 4 w 3 3 y 2 w 5 12y6w8 24 p 5 p 2 p 2

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Simplify. 23. (− 4 y 4 w 3 )( 3 y 2 w 5 ) -12y^6w^8 24. p 5 p 2 p 2 p^3*p^-2 p 25. p 5 p 2 p 4 P^-10*p^-4 p^-14 Copyright © 2018 by Thomas Edison State University. All rights reserved.
26. ( x 2 x 6 x 3 ) 2 (x^-5+x^3) 2 (x^-2) 2 2x^-4 27. Simplify: a. ( 4 xy ) 2 (-4xy)*(-4xy)= 16x^2y^2 b. ( 4 xy ) 2 -((4xy)*(4xy))= -(16x^2y^2)= -16x^2y^2 c. ( 4 xy ) 0 1 d. ( 4 xy ) 2 1/(-4xy)^2 1/(16x^2y^2) 28. Simplify: a. ( w 2 ) 3 w^3/2^3 w^3/8 b. ( w 2 ) 3 (2/w)^3 2^3/w^3 8/w^3 c. ( w 2 2 ) 3 (1/w^2*2)^3 1^3/(2w^2)^3 1^3/2^3(w^2)^3 1^3/w^6*2^3 1/2^3w^6 1/8w^6 d. ( w 2 2 ) 3 (1/2w*2)^-3 (2w^2)^3 2^3(w^2)^3 w^6*2^3 8w^6 5.3: Multiply Polynomials Simplify. 29. ( 4 w 5 )(− 2 w 4 ) -8w^9 30. (− 4 w 5 )(− 5 w ) 20w^6 31. 3 x ( x 2 + 3 x 7 ) -3x^3+-9x^2+21x 32. ( w + 3 )( w 3 ) W^2-3w+3w-9 w^2-9 Copyright © 2018 by Thomas Edison State University. All rights reserved.
33. ( w + 3 )( w + 3 ) W^2+3w+3w+9 w^2+6w+9 34. ( w + 3 ) 2 w^2+3^2 w^2+9 35. ( 2 x + y )( x y ) 2x^2-2xy+yx-y^2 2x^2-1xy-y^2 36. ( y 4 + 3 x ) 2 (y^4+3x)(y^4+3x) y^8+6y^4x+9x^2 37. ( x 1 )( x 2 + x + 1 ) xx^2+xx+x*1+(-1)x^2+(-1)x+(-1)*1 x^2x-1*x^2+xx-1*1 x^3-x^2+x^2-1 x^3-1 5.4: Dividing Polynomials Simplify. 38. ( 20 w 6 x 5 ) ÷ ( 4 w 6 x 5 ) 5w^6x^5/w^6x^5 5x^5/x^5 5 39. ( 20 w 5 x 4 ) ÷ ( 4 w 6 x 5 ) 5w^5x^4/w^6x^5 5x^4/wx^5 5/wx 40. ( 12 w 4 + 8 w 3 ) ÷ (− 4 w ) 12w^4+8w^3/-4w -w^2(3w+2) 41. ( 12 w 4 + 8 w 3 ) ÷ (− 4 w 2 ) 12w^4+8w^3/4w^2 -w(3w+2) 42. ( 8 w 3 + 4 w ) ÷ 4 w (8w^3+4w/4) *w w(2w^2+1) ww(2w^2+1)

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