When multiplying in index form
am x an =
add the powers
am x an = am+n
When dividing in index form
am ÷ an =
subtract the powers
am ÷ an = am - n
When raising a power to a further power
(am)n =
multiply the powers
(am)n = amn
a0 =
a0 = 1
b4 x b2 =
b6
h8 x h4 =
h12
y9 x y5 =
y14
g6 ÷ g4
g2
54 x 53 =
57
k7 ÷ k2 =
k5
89 ÷ 86 =
83
4g4 x 2g5 =
8g9
16d5 ÷ 8d2 =
2d3
(k4)3 =
k12
4a2b x 5a3b2 =
20a5b3
(2h3)3 =
8h9