Factorisation

Factorisation

43. The representation of an expression as the product of its factors is called

  • (A) Commutativity
  • (B) Distributivity
  • (C) Factorisation
  • (D) Expansion

42. The irreducible factorisation of 3a3 + 6a is

  • (A) 3a(a2 + 2)
  • (B) 3(a3 + 2)
  • (C) a(3a2 + 6)
  • (D) 3 × a × a × a + 2 × 3 × a

41. Common factor of x2y and –xy2 is xy.

  • (A) xy
  • (B) x only
  • (C) y only
  • (D) None of these

40. Common factor of ax2 + bx is

  • (A) ax2
  • (B) x2
  • (C) x
  • (D) bx

39. What is the value of (3x + 3x2) ÷ 3x?

  • (A) 3x
  • (B) 3x2
  • (C) x + 1
  • (D) x2 + 1

38. Which of the following is the correct value of 6x3 ÷ 3x2?

  • (A) 2x2
  • (B) 2x
  • (C) 3x
  • (D) 2x5

37. The common factor of 3ab and 2cd is

  • (A) 1
  • (B) – 1
  • (C) a
  • (D) c

36. An irreducible factor of 24x2y2 is

  • (A) x2
  • (B) y2
  • (C) x
  • (D) 24x

35. Number of factors of (a + b)2 is

  • (A) 4
  • (B) 3
  • (C) 2
  • (D) 1

34. The factorised form of 3x – 24 is

  • (A) 3x × 24
  • (B) 3(x – 8)
  • (C) 24(x – 3)
  • (D) 3(x – 12)

33. The factorisation of 2x + 4y is

  • (A) 2(x + y)
  • (B) 2(x + 2y)
  • (C) x(2 + y)
  • (D) x(x + 2y)

32. Common factor of 17abc, 34ab2, 51a2b is

  • (A) 17abc
  • (B) 17ab
  • (C) 17ac
  • (D) 17a2b2c

31. Factorised form of r2 – 10r + 21 is

  • (A) (r – 1) (r – 4)
  • (B) (r – 7) (r – 3)
  • (C) (r – 7) (r + 3)
  • (D) (r + 7) (r + 3)

30. Factorised form of p2 – 17p – 38 is

  • (A) (p – 19) (p + 2)
  • (B) (p – 19) (p – 2)
  • (C) (p + 19) (p + 2)
  • (D) (p + 19) (p – 2)

29. On dividing 57p2qr by 114pq, we get

  • (A) ¼pr
  • (B) ¾pr
  • (C) ½pr
  • (D) 2pr

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