The answer of factorization of the expression 8a(2x + 4y) - (2x + 4y) is

  • (8a - 1)(2x + 4y)
  • (8a - 1) + (2x + 4y)
  • (8a - 1) - (2x + 4y)
  • (8a + 1) - (2x - 4y)

On solving the expression 2x⁄5 + 3(2x -12)⁄2 + 2(5x + 8)⁄5, the answer will be

  • 54x - 25⁄10
  • 58x - 35⁄12
  • 64x - 15⁄5
  • 28x - 5⁄2

By factorizing the algebraic expression cx + cy - dx - dy, the answer will be

  • (c - d)(x + y)
  • (c + d)(x - y)
  • (2c - 3d)(4x + 5y)
  • (5c + 2d)(10x - 15y)

If x = 10 and y = 4 then 5x + 4y =

  • 66
  • 50
  • 16
  • 14

The sum of 2a + b + 5c and -5a - 2b + 3c is

  • −3a - b - 8c
  • 3a + b + 8c
  • −3a - b + 8c
  • 3a + b - 8c

The statement 7a divided by 8b can be expressed algebraically as

  • 56a⁄b
  • 56ab
  • 7a⁄8b
  • 8b⁄7a

If x = +7 and y = -8 then x + 3y is

  • -1
  • 17
  • -17
  • -15

On solving the algebraic expression 2(x - 2y) +4(2y + 3z) -3(x + 4y - 5z), the answer will be

  • −x - 8y - 27z
  • −x - 8y + 27z
  • x + 8y - 27z
  • x - 8y - 27z

If the algebraic expression is 2(x - y) + 3(4x -5y) then the answer will be

  • 14x - 17y
  • 17x - 14y
  • 12x - 18y
  • 18x + 30y

By factorizing the algebraic expression bc + bd + yc + yd, the answer will be

  • (b - y)(c + d)
  • (2b + 3y)(4c + 2d)
  • (b + y)(c + d)
  • (8b + 4y)(2c + 3d)

If x = 5, y = 3 and z = 2 then xz (4y - 2z) is

  • 10
  • 80
  • 8
  • 116

On simplifying algebraic expression 2{4a + [-b -5(c + a -b)]}, the answer will be

  • 3b + 10c
  • 7a - 3b + 11c
  • 4a + 6b + 12c
  • −2a + 8b - 10c

If the algebraic expression is [4(a + 2b - 3c) - 3(2b - 3c)] + 2a then the answer will be

  • 7a - 3b +4c
  • 6a + 2b - 3c
  • 8a + 3b - 4c
  • 9a + 2b + 5c

If a = 3, b = 2, c = 4 and x = 5 then (2ab + 3ac) + (3ax - 4acx)⁄(2abcx - 2x) + 3 is

  • -2
  • -10
  • -5
  • -9

By factorizing the algebraic expression mp - np + mq - nq, the answer will be

  • (p - q)(m + n)
  • (p + q)(m - n)
  • (2p + 4q)(m - n)
  • (4p + q)(m - 3n)

By solving the algebraic expression 8x⁄8 - (2x - 2)⁄4, the answer will be

  • (4x - 4)⁄8
  • (2x + 3)⁄5
  • (2x - 3)⁄8
  • (4x + 4)⁄8

On evaluating 2⁄6 (3a + 2b) - 1⁄2 (2a + 4b) -2(12a - 6b), the answer will be

  • −2a + 4b
  • 5a + 6b
  • 7a - 8b
  • −6a - 7b

The algebraic form of the statement "sum of the product of 2a and 2b and product of 12x and 2y" is

  • 4ab + 24xy
  • 24ab + 4xy
  • 4ab + 12x + 2y
  • 2a + 2b +24xy

By factorization of (17x - 34), the answer must be

  • x(17-2)
  • x(17 + 2)
  • 17(x - 2)
  • 17(x + 2)

By solving the algebraic expression 2(3m -4n +5) -3(2m -3n +4), the answer should be

  • m + 2
  • n - 2
  • 3m + n - 3
  • n + 2
0 h : 0 m : 1 s

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