Random
Write out (2/3)4 as repeated multiplication
(2/3) x (2/3) x (2/3) x (2/3)
You do this to the exponents to multiply powers with the same base.
Add the exponents
You do this to the exponents when dividing powers with the same base.
Subtract the exponents
You do this to the exponents when finding the power to a power.
Multiply the exponents
Are 56 and 65 equal or not equal?
Not equal
56 = 15265 and 65 = 7776
Simplify: 52 x 56
= 52+6 = 58
Simplify: 25 / 22
23
Simplify by distributing the exponent (power of products): (32 x 2)3
36 x 23
Evaluate: 33 - 32
= 27 - 9 = 18
Simplify: 33 x 34 x 3
= 33+4+1 = 38
Simplify: 48 / 43
45
Evaluate: (22)4
22x4 = 28 = 256
Show 62 + 63 using repeated multiplication
(6 x 6) + (6 x 6 x 6)
Evaluate: 33 x 30
=33+0 = 33 = 27
Evaluate: 72 / 70
= 72-0 = 72 = 49
Evaluate: (43)0
43x0 = 40 = 1
Evaluate. Express your answer as a decimal.
(2 + 2 x 4)2 / [(2)(4 x 6)]
= (2 + 8)2 / (48) = 100/48 = 2.083
Simplify: (n10) / (n5 x n2)
= n10 / n5+2 = n10-7 = n3
Evaluate: [(22)4] / [(2)(2)(24)]
28 / 26 = 22 = 4
Simplify: [(n3)4] / (n2)
= n3x4 / n2 = n12-2 = n10