Using Exponent Properties to Simplify Expressions
50p⁷
(-10p³)(-5p⁴)
10,000x¹²
(-10x³)⁴
-1000x¹²
(-10x⁴)³
1
(-2)⁰
(-2)¹²
(-2³)⁴
1/9
(-3)⁻²
-15w⁵
(-3w³)(5w²)
-27x⁶
(-3x²)³
9x⁶
(-3x³)²
25
(-5)²
x⁸y⁴
(-x²y)⁴
-x¹⁰y¹⁵
(-x²y³)⁵
-x³y⁷
(-x²y⁴)(xy³)
10,000
(1/10)⁻⁵
-5y³/x⁷
(10xy⁵)/(-2x⁸y²)
-5x⁵y³
(10x⁹y⁵)/(-2x⁴y²)
3a²
(12a³)/(4a)
10a⁹
(2a³)(5a⁶)
16a⁸
(2a³)(8a⁵)
1/(16x⁴)
(2x)⁻⁴
x²/4y²
(2xy⁻¹)⁻²
10x⁹
(2x³)(5x⁶)
8x⁹
(2x³)³
2x⁸
(2x³)³/(4x)
32x¹⁵
(2x³)⁵
x/2
(3x²y)/(6xy)
27x⁶y³
(3x²y)³
6x⁵
(3x³)(2x²)
9x⁶
(3x³)²
4²
(4⁻¹)⁻²
2a
(6a²b)/(3ab)
30a⁹
(6a³)(5a⁶)
6a⁷
(6a⁴)a³
a³b⁵c⁴
(ab²c)(a²b³c³)
ac³
(a²bc³)/(ab)
8
(½)⁻³
64/9
(⅜)⁻²
15x⁹
(−3x)(5x⁵)(−x³)
-12c³
(−4c)(3c²)
-12m²
(−4m)(3m)
12m²
(−4m)(−3m)
12x²
(−4x)(−3x)
-3c³
(−c)(3c²)
-3x⁶
(−x)(3x²)
-x⁵
(−x⁷)(x⁻²)
-1
-2⁰
-25
-5²
5x²
25x⁴/5x²
8x⁶
2x •4x⁵
16x⁶
2x(8x⁵)
2/x⁴
2x⁻⁴
1
2⁰
⅛
2⁻³
½
2⁻¹
24u⁸
3u²⋅8u⁶
24u¹³
3u⁷⋅8u⁶
3x³
3x/x⁻²
24x⁸
3x²⋅8x⁶
3x⁶
3x⁴(x²)
3z/x²y³
3x⁻²/y³z⁻¹
3/x²
3x⁻⁴ •x²
1/9
3⁻²
⅓
3⁻¹
3⁻³
3⁻⁵• 3²
20a⁵
4a(a)(5a³)
5x²
5x⁴/x²
1/25
5⁻²
7x⁵
7x² •x³
21x⁵
7x²(3x³)
x⁵
x² •x³
x¹⁵
x²(x¹³)
1/x³
x³/x⁶
1/x⁴
x³/x⁷
3x²
x⁴ •3x⁻²
x⁶
x⁵⋅x
x⁸
x⁵⋅x³
x³
x⁶/x³
x¹²
x⁶⋅x⁶
x⁴
x⁷/x³
1
x⁷/x⁷
1
x⁷⋅x⁻⁷
x⁵
x⁹⋅x⁻⁴
x³
x⁹⋅x⁻⁶
1/x⁵
x⁻⁹⋅x⁴
1/x⁵
x •x⁻⁶
a¹²
a⁶⋅a⁶
1
a⁷/a⁷
a²
a⁷⋅a⁻⁵
c⁷
c¹³/c⁶
c¹²
c¹⁵/c³
c⁵
c⁹⋅c⁻⁴
c¹³
c⋅c¹²
p⁶
p¹³/p⁷
p¹⁴
p¹⁷/p³
p⁴
p⁷/p³
p¹⁰
p⁷⋅p³