Solving for x
Index Laws
BIMDAS and Expansion
Like Terms
Factorising
100
4x = 16
4
100
When you see the following expression, what is the big number called and what is the little number on top of it called?
24
Big number = base; little number = power
100
Simplify the following expression:
62
100
7x+4x−9
11x-9
100
Factorise by finding the HCF: 3x+12
3(x+4)
200
3x - 5 = 25
x= 10
200
Rewrite 94 in expanded form
9 x 9 x 9 x 9
200
Simplify the following expression:
4(x + 2x)
4x +8x
200
9m−4n+7m+3n−8
16m−n−8
200
5a2−15a
5a(a-3)
300
2(x+4) = 10
1
300
How can you rewrite the following in exponential form?
7 x 7 x 7 x 7 x 7
75
300
5a(a+b) + 2(a+ab)
5a2+5ab +2a+2ab = 5a2+7ab +2a
300
4x2+7x−3x2+9−5x−2
x2+2x+7x
300
15x+25y
5(3x+5y)
400
The value of x when 5x - 7 = 18
5
400
What is the simplified expression for x3 * x4
x5
400
Solve for: −4(3y+2)
−12y−8
400
2x−4(2x−3)+5x
9x+12
400
24a2−36a2b
12a2(2-3b)
500
x(x+2)=8
x= 2 x= -4
500
What is the value of:
x5 * x3/x2
x4
500
4(x+2)+3(x−1)
7x+57x+57x+5
500
5(2x−3)−4(x+6)+3(3x−2)−7
10x−15−4x−24+9x−6−7
15x−52
500
30x2+45x−15x
30x(x+1)