Which choice is a mathematical shorthand for: m + m + m + m + ... + m (x terms) ?
5.
a2 • a6 • a3 =
6.
6x2(2x3 + 5x4 - 3) =
7.
=
8.
=
9.
(4m2)3 =
10.
(a2)3b+5 =
11.
5(3x2)4 =
12.
2a2•4a-4 =
13.
=
14.
Find the value of (3x - 6)0 when x does not equal 3.
15.
=
16.
What is the value for m in the equation shown below?
32 × 3m = (35)3
17.
What is the value for a in the equation shown below?
4-5 × 4a = (43)-1
18.
(x2•y3)-2 =
19.
(-2xy4)-2 =
20.
=
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