How to find the properties of an exponent

Practice Questions

SSAT Upper Level Quantitative (Math) › How to find the properties of an exponent

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1

Evaluate: $\dpi{100} (3^{3})^{2}$

2

and are both positive integers; A is odd. What can you say about the number

$(A + B + 1)^{A+B+1}$ ?

3

$\dpi{100} (0.75)^{2}=$

4

$\dpi{100} Evaluate: (0.50^{2})$

5

$(-4)^{2} + (-4)^{3}$

6

Simplify:

$\frac{8x ^{-2}}{(3x)^{2}}$

7

Assume all variables to be nonzero.

Simplify: $6 (xyz)^{0} + 4(xyz)^{0}$

8

What is $13\times13\times13\times13$ in exponential notation?

9

Evaluate:

$\frac{\left ( -5\right ) ^{5} - 5^{5}}{\left ( -5\right ) ^{5} + 5^{5}}$

10

What is written as a multiplication problem?

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