Show:
Product Rule
Quotient Rule
Power of a Power/Product Rule
Negative Exponent Rule
Mystery
100

Simplify: 

z^2 xx z^3

z^5

100

Simplify:

(y^3/y^2)

y^1

100

Simplify:

(2^3)^2

2^6

100

Simplify:

3^-4

(1/3^4)

100

What rule is being used:

(t^5/t^5)

Zero Exponent Rule

200

Simplify:

w^16 xx w^4

w^20

200

Simplify:

(q^35/q^30)

q^5

200

Simplify:

(y^4)^5

y^20

200

Simplify:

(1/y^7)

y^-7

200

Numbers with no exponent are assumed to have an exponent of _______.

One

300

Simplify:

a^3 xx a^2 xx a^7

a^12

300

Simplify:

((t^3k^6)/(t^2k))

t^1k^5

300

Simplify:

(a^4b^3c)^2

a^8b^6c^2

300

Simplify:

a^3b^-5

a^3/b^5

300

What rule is being used:

x^4 xx x^3 = x^7

Product Rule

400

Simplify:

2b^2 xx 2b

4b^3

400

Simplify:

((6g^5)/(2g^4))

3g

400

Simplify:

(h^2k^4l^-5)^10

h^20k^40l^-50

400

Simplify:

x^4y^-3z^-1

x^4/(y^3z^1

400

What rule is being used:

(y^3z^2)^2 = y^6z^4

Power to a Product Rule

500

Simplify:

p^3 xx p^-4 xx 3p^7

3p^6

500

Simplify:

((y^3z^4)/(y^3z^-4))


z^8

500

Simplify:

((w^2y^3z)/(w^2y^2))^2

y^2z

500

Simplify:

g^-5/g^3

1/g^8

500

What 3 rules are used to simplify this problem:

((a^2b^3c)/(ab^3c))^2

Power of a Quotient Rule

Quotient Rule

Zero Exponent Rule