MULTIPLE CHOICES You should choose the answer that is most complete or relevant to the question.

Divise the monomials.

1) (10x^{8}/-2x^{3})

A) 5x^{5}

B) 5x^{11}

C) -5x^{11}

D) -5x^{5}

2) (42x^{6}/6x^{4})

A) 7x^{10}

B) -7x^{10}

C) 7x^{2}

D) 36x^{2}

3) (-24x^{7}/4x^{3})

A) -6x^{4}

B) -24

C) -6x^{10}

D) -20x^{4}

4) (4x^{5}/2x^{7})

A) -2x^{12}

B) (2/x^{2})

C) (2/x^{12})

D) 2x^{2}

5) (22x^{10}/10x^{10})

A) (11/5)

B) 6x^{4}

C) (11/3)

D) (11x^{16}/5)

Divide the monoomial by the polynomial.

6) (36x^{2} + 54x – 11/6x)

A) 6x + 9 – (11/6x)

B) 36x + 54 – (11/6x)

C) 6x – 2

D) 6x^{2} + 9x – (11/6)

7) (35x^{7} + 49x^{2} + 56x/7x)

A) 5x^{7} + 7x^{2} + 8x

B) 5x^{6} + 7x + 8

C) 5x^{7} + 49x^{2} + 56x

D) 35x^{6} + 49x + 56

8) (5x^{4} + 2x^{3} – 4x^{2}/x^{2})

A) 5x^{4} + 2x – 4x^{2}

B) 5x^{2} + 2x – 4

C) (5/2)x^{4} + 1x^{3} – 2

D) 5x^{4} + 2x^{3} – 4

9) (-48x^{4} + 40x^{3} – 32x^{2}/-8x^{3})

A) 10x – 5

B) 6x + 40x^{3} + (4/x)

C) 6x – 5

D) 6x – 5 + (4/x)

10) (-20x^{7} – 28x^{6}/-4x^{6})

A) 5x – 28x^{6} + (4/x)

B) 5x + 7

C) 9x + 7

D) 5x + 7 + (4/x)

11) (12x^{6} – 12x^{3}/-2x^{6})

A) -6 – 12x^{3}

B) -6 + 6x^{3}

C) 12x^{6} + (6/x^{3})

D) -6 + (6/x^{3})

12) (28x^{3} + 8x^{2} + 24x) ÷ (4x)

A) 7x^{4} + 2x^{3} + 6x^{2}

B) 7x^{2} + 8x

C) 7x^{2} + 2x + 6

D) 31

13) (10x^{9} – 30x^{6} + 25x^{3}) ÷ (5x^{3})

A) 2x^{9} – 6x^{6} + 5x^{3}

B) 10x^{6} – 30x^{3} + 25

C) 2x^{6} – 30x^{6} + 25x^{3}

D) 2x^{6} – 6x^{3} + 5

Use polynomial long division to divide the polynomials.

14) (x^{2} – 18x + 80/x – 10)

A) x 18

B) x^{2} – 18

C) x 8

D) x^{2} – 8

15) (p^{2} + 3p – 11/p + 6)

A) P – 3.

B) p + 3 + (7/p + 6)

C) p-3 + (7/p + 6).

D) p–7 + (3/p+ 6)

16) (9m^{2} + 28m – 32/m + 4)

A) m- 8

B) 9m – 8

C) 9m – 8 + (8/m – 8)

D) 9m + 8

17) (30y^{2} – 147y + 153/5y – 17)

A) 6y + 9

B) 6y + 156

C) 5y + 17

D) 6y – 9

18) (6x^{2} – 38x + 12/-2x + 12)

A) -2x + 12

B) -3x – 1

C) 3x + 1

D) -3x + 1

19.) (+45 + x^{2} + 6x/10 + x)

A) x-4 + (-5/10+ x)

B) x + 4 + (-5/10 + x)

C) x+12 + (10/10 +x)

D) x-4 + (5/10 +x)

20) (-8x^{3} + 28x^{2} – 22x + 5/2x – 5)

A) -4x^{2} + 4x – 1

B) x^{2} – 4x + 1

C) x^{2} + 4x – 1

D) -4x^{2} – 1

21) (-9x^{3} – 6x^{2} – 9x + 13/3x – 1)

A) x^{2} – 4 + (-3/3x – 1)

B) -3x^{2} – 3x – 4 + (12/3x – 1)

C) -3x^{2} – 3x – 4 + (9/3x – 1)

D) -3x^{2} – 3x – 4

22) (x^{4} + 9x^{3} + 15x^{2} – 7x + 6/x + 3)

A) x^{3} + 6x^{2} – 3x + 2

B) x^{3} – 6x^{2} + 3x + 2

C) x^{4} + 9x^{3} + 15x^{2} -7

D) x^{3} + 9x^{2} + 15x – 9

23) (5x^{4} – 7x^{2} + 35x^{3} – 49x/5x + 35)

A) x^{3} + (7/5)x

B) x^{3} – 35x + (25x/5x + 35)

C) x^{3} – (7/5)x – (98x/5x + 35)

D) x^{3} – (7/5)x

24) (x^{3} + 3x^{2} + 4x – 20/x^{2} – 4)

A) x+3 + (8x+8/x^{2} – 4)

B) x^{2} + 3x + (8x – 8/x^{2} – 4)

C) (x^{3}/4) – (3/4) + (4x/4) + 5

D) x+3 + (8x-8)/x^{2} – 4)

25) (x^{4} + 8x^{2} + 10/x^{2} + 1)

A) x^{2} + 7x + (3/2) + (3/x^{2} + 1)

B) x^{2} + 7

C) x^{2} + 7 + (3/x^{2} + 1)

D) x^{2} + 7x + 1

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