WorksheetsFORM 2 CHAPTER 2 EXPANSION AND FACTORISATION
Total questions: 29
Worksheet time: 32mins
Simplify:
3x + 2x
5x
x
6x
5
Simplify:
2r + 2 + 5r - 2 + r
8r
8r - 4
12r
7r + 4 + r
Combine like terms:
3x + 2x + 3y - 7y
5x + 10y
5x + 4y
5x - 4y
5x -10y
Simplify:
2x + 1 + 7x
10x
10
9x + 1
9 + 1x
Expand and simplify
2 (a+b)
2ab
2a + b
2a + 2b
2(ab)
Expand
6(t - 2j) =
6 x t - 2j
6 x t - 6 x 2j
6 x t - 2 x j
6t - 2j
Expand 4(2x + 3)
6x + 7
8x +12
8x + 3
6x +12
Expand using the distributive law and simplify:
7(a + b) + 3a
7a + 7b + 3a
13a
10ab + 3a
10a + 7b
Simplify the expression shown above
15a + 12a
27a
27a2
7a + 20
Expand and simplify 4(5a + c) + 3(2a – 3c)
26a + 5c
26a – 13c
31ac
26a – 5c
Expand and simplify 3(2x – 5y) + 3(x – 2y)
9x – 21y
9x + 21y
30xy
9x – 7y
(5 - x)(5 + x)
Expand and simplify the following quadratic expression...
(x + 3)(x + 2)
x2 + 5x + 6
x2 + 5x + 5
x2 + 6x + 6
x2 + 6x + 5
Expand and simplify the following quadratic expression...
(x - 6)(x + 5)
x2 + x - 30
x2 - x - 30
x2 + x + 30
x2 - x + 30
Expand and simplify the following quadratic expression...
(x + 3)(x + 8)
x2 + 11x + 24
x2 + 11x + 11
x2 + 24x + 11
x2 + 24x + 24
Factorise x2 + 4x
4x3
x(x + 4)
x(x + 4x)
x2(x + 4)
Which of these statements are equivalent to 8x + 24
8(x + 24)
8(x + 3)
4(2x + 3)
4(2x + 6)
Factorise fully 18x + 24
3(6x + 8)
2(9x + 12)
6(3x + 4)
6x(3x + 4)
Factorise 11x + 121xy
11(x + 11xy)
7x(1 + 11y)
x( 11 + 121y)
11x(1 + 11y)
Factorise 11x + 121xy
11(x + 11xy)
7x(1 + 11y)
x( 11 + 121y)
11x(1 + 11y)
Factorise fully 15a + 20ab
3a(5 + 4b)
5a(3 + 4ab)
a(15 + 20b)
5a(3 + 4b)
Factor by removing the HCF:
18a2-15a
15a(3a-1)
3a(6a-1)
3(6a-5)
3a(6a-5)
(a+2b)2−(a2−b2)
3b2
5b2+4ab
5b2+2ab
a2+4b2
a(x + c) = b(x + d)
X = bd - ac / a - b
X = db + gh / f - f
X = fd - ac / s - d
X = ac + br / d - s
(5h + 4k)2
