Product Rule
Quotient Rule
Power Rule
Negative Exponent Rule
Evaluate Exponents
Rules
100

x^2*x^3

x^5

100

x^5/x^2

x^3

100

(a^2)^3


a^6

100

x^-1

1/x

100

"What is " 3^3

27

100

When you multiply two of the same bases, you must add the exponents together.

Product Rule 

200

x^7*x^9*x

x^17

200

(4x^3)/(2x)

2x^2

200

(ab^3)^5

a^5b^15

200

x^2/x^5

write without negative exponents

1/(x^3)

200

"What is "2^5

32

200

When you divide two of the same bases, you must subtract the exponents together.

Quotient Rule

300

ab*a^2b^5

a^3b^6

300

(x^3y^3)/(x^2y^2)


xy

300

(2a^2b^6)^7

2^7a^14b^42

300

x^-2y^-2

1/(x^2y^2)


300

"Evalute "2^2*3^2

36

300

Anything raised to the zero power (except 0) will give you what result?

1

400

4a^3*2a

8a^4

400

(10a^2b^3)/(5ab)

2ab^2

400

(2a^3b^4)^4

Write any numbers without exponents.

16a^12b^16

400

(x^3)^-2

1/x^6

400

"Evaluate" (2^4)/(3^0)

16

400

You can re-write negative exponents by doing what?

Moving them to the denominator (reciprocal)
500

5b^3c^3*2b^2c^2

10b5c5

500

(15a^3b^4c^3)/(3a^2b^3c)



5abc^2

500

(7ab^2c^4)^2

Write any numbers without exponents.

49a^2b^4c^8

500

x^3*x^-5

1/(x^2)

500

"Evaluate " 3^3 + 3^0

28

500

Power Rule: What do you do with the exponents?

Multiply them