Exponent Expressions - SSAT Middle Level: Quantitative

$-8$. A negative base raised to an odd power remains negative.

$64$. Raising a power to another power multiplies the exponents, yielding $2^6$.

$rac{1}{100}$. A negative exponent means taking the reciprocal of the base raised to the positive exponent.

$24$. Addition of exponential terms requires evaluating each separately before summing.

$64$. Raising 8 to the second power means multiplying 8 by itself twice.

$32$. Raising 2 to the fifth power means multiplying 2 by itself five times.

$1000$. Raising 10 to the third power means multiplying 10 by itself three times.

$81$. Raising 3 to the fourth power means multiplying 3 by itself four times.

$25$. Raising 5 to the second power means multiplying 5 by itself twice.

$64$. Raising 4 to the third power means multiplying 4 by itself three times.

$81$. Raising 9 to the second power means multiplying 9 by itself twice.

$49$. Raising 7 to the second power means multiplying 7 by itself twice.

$216$. Raising 6 to the third power means multiplying 6 by itself three times.

$144$. Raising 12 to the second power means multiplying 12 by itself twice.

$1$. Any non-zero number raised to the zeroth power equals 1.

$9$. A negative base raised to an even power yields a positive result.

$-9$. The unary negative sign applies after exponentiating the positive base.

$-1$. Negative one raised to an odd power remains negative.

$1$. Negative one raised to an even power yields positive one.

$rac{1}{8}$. The fraction represents the reciprocal of $2$ raised to the third power.

$rac{1}{8}$. A negative exponent indicates the reciprocal of the base raised to the positive power.

$128$. Multiplying powers with the same base adds the exponents, resulting in $2^7$.

$rac{1}{27}$. Dividing powers with the same base subtracts the exponents, yielding $3^{-3}$.

$729$. Raising a power to another power multiplies the exponents, yielding $3^6$.