Multiplying and Dividing
b4 x b3
b7
a0
1
a-3
1/a3
(121)1/2
11
(6f-8)2
36/f16
a3b5 x a2b6
a5b11
4ab0 x 3a
12a2
6b-4c7
6c7/b4
(b6d4)1/2
b3d2
(3/4)-2
16/9
12a6b3 ÷ 3a2b
4a4b2
(3a2)3
27a6
30a-4 b-3 / 5a-6 b2
6a2b-5
= 6a2/b5
(144x8)1/2
12x4
(b3c4)/(3ab) x (6b-3a4)/(ab-2)
2a2bc4
20y4b3 ÷ 8y3b10
(5y)/(2b7)
(8a2b3)2 x (3b10c5d5)0
64a4b6
3y4k-5 x 6y-5k3 x 2y
36k-2
= 36/k2
(343j9k12)1/3
7j3k4
(16a)1/4 x (81a)1/2
2a1/4 x 9a1/2
= 18 a3/4
(4b2c5)/(5b3c2) ÷ (2b3c9)/(5b9c3)
2b5/c3
3a0 + (9a0)2 + (5a)2
3 + 81 + 25a2
= 84 + 25a2
15a-3b5 / 3a-2b-3
5a-1b8
= 5b8/a
(8d15e6)2/3
4d10e4
(2x-1y2/3x3y) ÷ (8x2y-3/5(xy)0)
5y6/12x6