Show:
Expansion Laws
Simplifying Expressions
Zero Index Laws
Distributive Law
Factorising Expression
100
(3b)^2
9b^2
100
3 + 2(x + 2)
7 + 2x
100
5^0
1
100
x (y + 6)
xy + 6x
100
3x + 9
3(x + 3)
200
(6y)^2
36y ^2
200
6 + 5 (y + 7)
5y + 41
200
6 + 14^0
7
200
y (2 - y)
-y^2 + 2y
200
10x + 14
2(5x + 7)
300
(3x^2) ^2
9x^4
300
5(x + 2) +6(3 + y)
5x + 6y + 28
300
5 x 2^0
5x
300
4a (b + a)
4a^2 + 4ab
300
x + xy
xy + x
400
(6y^3)^3
216^6
400
4y(y+5)+3y(y+10)
4y^2 + 23y + 30
400
y^5 x y^7
y^12
400
7p (2p - 6)
14p^2 - 42p
400
3x - nx
-nx + 3x
500
(4a^3)^3
64^6
500
x(x+8)-7x(x+6)
-6x^2 - 34x
500
(4^0)^3
1
500
x (15 - 2x)
-2x^2 + 15x
500
x^2 + 2x
x(x + 2)