The BASE of this number is:
5^7
The BASE is
5
When I Have Product of Powers , I ...
3^2 * 3^4 = ?
When I Have Quotient of Powers , I ...
(3^6) / (3^2) = ?
When I Have Product of Powers , I ADD Powers
3^(2+4) = 3^6
When I Have Quotient of Powers , I SUBTRACT Powers
3^(6-2) = 3^4
When I have Powers to Powers , I ...
(x^3)^2 = ?
When I have Powers to Powers , I MULTIPLY Exponents
x^(3*2) = x^6
(Any Base) ^ 0 = ?
(Any Base )^ 1 = ?
(AnyBase)^ 0 = 1
(AnyBase)^1 = Base
When I have Negative Exponents, I ...
x^-4 = ?
When I have Negative Exponents, I convert to a fraction.
x^-4 = 1/(x^4)
The EXPONENT of this number is:
10 ^ 5
The EXPONENT of this number is :
5
Simplify :
x^3 * x^5
x^(3+5) = x^8
Simplify :
(7^2)^9
7^(2*9) = 7^18
Simplify :
7^0
7^0 = 1
Simplify :
4^(-5)
(4^-5) = 1/(4^5)
The BASE of this number is:
X^5
The BASE of this number is
X
Simplify :
10^6 * 10 ^5
10^(6+5) = 10^11
(x^5)^6
x^(5*6) = x^30
Simplify :
9 ^ 1
9^1 = 9
Simplify :
(-4)^-3 = ?
(-4)^-3 = 1/((-4)^3
The EXPONENT of this number is:
205^14
The EXPONENT of this number is :
14
Simplify :
17^8 / 17^2
17 ^(8-2) = 17^6
Simplify :
[(2^3)^3]^2
2^(3*3*2) = 2^18
-x^0
-1
Simplify :
1/x^-2 = ?
(1/x^-2) = x^2
What Am I?
x^4
A Power
Power = Base^("Exponent")
Simplify:
(39x^8y^5) / (3x^3y)
(39/3) * x^(8-3) * y^(5-1) = 13x^5 y^4
Simplify :
[((x^3)^2)^7]
= x^ (3*2*7) = x^42
-7^1
-7
Simplify :
(3^-5) / (3^-3) = ?
(3^-5) / (3^-3) = 3^3 / 3^5 = 3^(3-5) = 3^(-2) = 1/3^2