Exponent Properties

Product of Powers

100

(y³)(y⁵)

y⁸

200

(q⁹)(q¹⁰)

q¹⁹

300

(z⁴)(z¹²)(z²⁹)

z⁴⁵

400

(4s⁹t⁴)(-2s⁷t³)

-8s¹⁶t⁷

500

(5p²r³t³)(3p⁸r⁴t²)

15p¹⁰r⁷t⁵

Quotient of Powers

100

y⁵ / y³

y²

200

q¹⁰ / q⁹

q¹

300

14z⁹ / 7z²

2z⁷

400

-6p⁵r³ / 2p²r⁵

-3p³/r²

500

4s¹¹t⁴ / 8s²t⁶ 

s⁹/2t²

Simplify

100

(z³)⁴

z¹²

200

(q⁹)⁴

q³⁶

300

(2q³)⁴

16q¹²

400

(2x³⁾³

8x⁹

500

(4y⁶)³

64y¹⁸

Simplify

100

(2z)²

4z²

200

(12q³)²

144q⁶

300

(3z³)³

27z⁹

400

2p²q³/3p⁴q²

2q/3p²

500

(3r¹⁴g¹⁰)(-3r²g²)

-9r¹⁶g¹²

Zero Power and Negative Exponents

100

4⁰

1

200

d^-2

1/d²

300

1/f^-3

f³

400

5678⁰

1

500

X^-3

1/X³