Exponent Basics
In the expression
8^5
, identify the base and the exponent.
Base = 8
Exponent = 5
Simplify
x^3 *x^4
x^7
Simplify
(x^3)^2
x^6
Simplify
x^8 / x^3
x^5
Evaluate
12^0
1
Write 6 x 6 x 6 x 6 using an exponent
6^4
Simplify
5^6*5^2
5^8
Simplify
(y^4)^5
y^20
Simplify
7^12/7^5
7^7
Rewrite using a positive exponent
x^-4
1/x^4
Evaluate
(-3)^3
-27
Simplify
m^4*m^7*m^2
m^13
Simplify
(3x)^2
9x^2
Simplify
(m^11m^4)/m^7
m^8
Evaluate
2^-3
1/8
Evaluate
-4^2
-16
Simplify and Evaluate
(-2)^3*(-2)^5
(-2)^8
= 256
Simplify
(2a^3)^4
16a^12
Simplify
a^10/a^4*a^8/a^3
a^11
Simplify using only positive exponents.
x^3/x^8
1/x^5
Evaluate using Order of Operations
5 + 2(3^2) - 4
19
Simplify Completely
3x^4y^2*5x^3y^6
15x^7y^8
A cube has a side length of
3x^2
units. Write and simplify an expression for its volume.
(3x^2)^3 = 27x^6
Simplify Completely
((x^5)(x^8))/x^4÷x^3
x^6
Simplify completely using only positive exponents:
(x^-2y^5)/(x^3y^-2)
y^7/x^5