DIVISION SINTETICA ejercicio 1

DIVICION EJERCICIO I

1- (3x²y³z) ÷ (6xyz)= 1/2xy²

2- (5ad²c4) ÷ (3ab³c5)= 5/3bc

3- (12pq) ÷ (-4p²qR) = -3R/p

4- (18a²bc) ÷ ( 3ab²n²)= 6abc4/n²

5-(8x4y³z²)÷ (4x²y²z)= 2x²yz

6- (2x-1)^5÷(2x-1) ^7= (2x-1) ^-2

7- (a+b) ³÷(a+b) ²= (a+b)

8- (8c-1) ÷(8c-1) = 1

9- (2mn²-18m³)÷(3m) = 2n²/3-6m

10- (14a²bc- 8b²a²c)= 7a²/c-4ba²/c

11- (3x²y- 4xy²+7x³y³)÷(xy)= 3x-4y²+7x²y²

12- (x^6-2x^4y²-3x²y^4) ÷(-3x³y³)=
-1x³/3y³+2x/3y+y/x

13- (3x-2) ²-2y(3x-2) ÷(3x-2)=
9x²-12x-2y+4

14- (a-b) ^5-(a-b) ^4÷ (a-b) ^5=
-(a-b) ^4

15- (2x²+xy6) ÷(x-2y)= (2x+6yxy²)(x-2y)

16-(2y²5y6) ÷(2y-1)= ?

17- (x²-4x-4) ÷(x-5)= (x+1)(x-5) R=1

18- (2x^4-5x³-7x²+10x) ÷((2x²+x-5)=
(x²-3x)(2x²+x-5)+4x

19- (5m^6-8m^4-10m^5+21m³-11m²+2m)
÷( m²-2m)=
=5m^4-8m²+5m-1(m²-2m)

20- (9x^7-6x^6-3x^5+x^4-5x³+4x³-3x)
÷(3x³-2x³)= ?

21-(3a²-2ab+b²)÷(a-2b)=
=(3a+4b)(a-2b)+9b²

22-(8a²-6ab+12b²)÷(2a-3b)=
(4a+3b)(2a-3b) R= 21b²

23-(8x³-36x²y+54xy²-27y³)÷
(2x-3y)=
= (4x²-12xy+9y²)

24-(6x³+4x²y²-15xy-10y³)÷
(2y²-5y)=
= (3x+2y²)(2x²-5y)

25- (10y^4-7y³+16y²-23y+4) ÷
(2y³-y²+3y-4)=
= (5y-1)(2y³-y²+3y-4)

26-( 2t^4-7t³+t²+7t-3) ÷
(t²-1)=
= (2t²-7t+3)(t²-1)

27-(3x^8+7x^7+2x^6-10x^4-5x³+3) ÷
(x³+3x^4-1)=
(x^4+2x³-3)(x³+3x^4-1)

28- (x^6-8y^6) ÷(x^4+2x²y²+4y^4)=¿

29-(x^4n-2x^2ny^2n+y^4n) ÷
(x^2n-2x^n+y^2n)
?

30-(3x³5x²y8xy²-2y³)÷(3x+y)

31-(2x²+3xy-2y²-2x+6y-4) ÷(x+2y-2)=
= (2x-y)(x+2y-2)
R= (2x+4y-4)

33- (x³-y³)÷(x-y)= x²-2xy+y²

34-( x^5+y^5) ÷(x+y)= (x^4+y^4)

35- (x^7+y^7) ÷(x-y)