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Simplify the following expression.

$(-2)^3 * (-2)^1 * (-2)^2 * (-2)^6$
1. $-2^12$
2. $(-2)^12$
3. $-2^36$
4. $(-2)^36$
Simplify: $(14w^6)/(7w^2)$
1. $7w^4$
2. $2w^8$
3. $7w^16$
4. $2w^4$
Simplify: $4x^3 * x^3$
1. $x^6$
2. $4x^6$
3. $4^6$
4. $4x^9$
Evaluate: $x^{0}$
1. $0$
2. $1$
3. $x$
4. $x^2$
5. None of the above.
Simplify.
$x^30/x^-10$
1. $x^20$
2. $x^10$
3. $1/x^10$
4. $x^40$
Simplify. $( 5x^3 y ^2) ^0$
1. $5x^3y^2$
2. 1
3. 0
4. 5
Simplify.
$(9 x^4 y ^5)/(6 x^2y^10)$
1. $(9 x^2 y^5)/(6)$
2. $(3x^2y^5)/(2)$
3. $(3 x^2)/(2y^5)$
4. $(3x^2 )/(2y^-5)$
Simplify.
$(-3x^4y^2)^3$
1. $-27x^12y^6$
2. $-27xy$
3. $-27x^7y^$
4. $-27x^7y^6$
Simplify.
$(3m n^4)^3$
1. $9m^3 n^7$
2. $9m^4n^7$
3. $27m^4n^7$
4. $27m^3 n^12$
Simplify $b^5 * b^2$.
1. $b^25$
2. $b^7$
3. $b^3$
4. $b^10$
$(-3x^2y^5)^2$
1. $9x^2y^10$
2. 9xy
3. $9x^4y$
4. $9x^4y^10$
Simplify the expression $b^4 * b^2$.
1. $b^16$
2. $b^6$
3. $b^2$
4. $b^8$
Simplify.
$(-3x^3)^3$
1. $-9x^6$
2. $-27x^9$
3. $27x^9$
4. $-27x^6$
To simplify the following expression correctly, what must be done with the exponents?

$(25^a)^b$
2. subtract the exponents
3. multiply the exponents
4. divide the exponents
Simplify the following expression.
$3x^5*2x^12$
1. $5x^17$
2. $5x^60$
3. $6x^17$
4. $6x^60$
Which of the following is equivalent to $h^8/h^3$?
1. $h^4$
2. $h^11$
3. $h^24$
4. $h^5$
Simplify: $m^3 * m^4$
1. $m^12$
2. $m^7$
3. $m^-1$
4. 7m
Which expression is equivalent to $(3x^5)(2x^12)?$
1. $5x^17$
2. $5x^60$
3. $6x^17$
4. $6x^60$
Simplify: $(x^10)/(8x^5).$
1. $(x^5)/8$
2. $(1)/(8x^5)$
3. $8x^5$
4. $(8)/(x^5)$
Simplify $(2r)^2$.
1. $2^2 + r^2$
2. $4r$
3. $4r^2$
4. $16$