Translating Pt 1
Adding/ Subtracting Algebraic Expressions
Simplifying Expressions Pt 1
Simplifying Expressions Pt 2
Factorizing
100
Translate the following into algebra: The sum of 9 and a number is twelve.
n + 9 = 12
100

2x + 3x + 5z

5x + 5z

100
6x + 2y - 4x - y
2x + y
100
17a + 2 - 3b + 11 + 5b + a
18a + 13 - 2b
100

Factorize: 5x + 20

5(x+4)

200
Translate the following into algebra: The quotient of a number and five is less than eight.
n/5 < 8
200

a/2 + 5a/2 

6a/2 = 3a

200
5(3x - 7y + 1)
15x - 35y + 5
200
-6(5x + 2)
-30x - 12
200

Factorize: 12y - 6

6(2y-1)

300
Translate the following into algebra: The product of a number and 6 is greater than or equal to eleven.
6n > 11
300

3b/15 - 2b/5

-3b/15

300
15 + 3(2x - 1) + 4x
12 + 10x
300
14 - 2(4x - 5) + 10x
2x + 24
300

Factorize 3x2 + 15x

3x(x+5)

400
Translate the following into algebra: The difference of 9 and the product of two and a number is six.
9 - 2n = 6
400

x/2 + 3x/6 + 8x/12

20x/12

400
3a(a + 7) - 5a + 8
3a^2 + 16a + 8
400
10 + 3x(8 + 2x) -7
6x^2 + 24x + 3
400

Factorize x2y2 - xy2

xy2(x - 1)

500
The difference of eight and a number is at least fifteen.
8 - n > 15
500

3b/20 - 2a/4 + 5a/10

3b/20

500
4(3x - 9) - (7x - 8)
5x - 26
500
17 - 2(9x - 1) + 3(2x - 4)
7 - 12x
500

Factorize ab2c3 + 2a2b - 4a3bc2

ab(bc3 + 2a - 4a2c2)

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