Yes or No
Can it be combined? x * x^4
Yes. The exponents CAN be combined, because they have the same Base.
5^2 * 5^3 =
5^5
(x^5)/(x^2) =
(x^3)/(1) or x^3
What is/are the base(s)? 5^2/5^7
The base is 5
x^2*x^0=
x^2
Can it be combined? x^7 * x^4
Yes. The exponents CAN be combined, they have the same Base.
7^4 * 7^4 * 7^2=
7^10
(x^2*y)/(x^2) =
y
What is/are the base(s)? 2^4*5^3
The bases are 2 and 5
3*x^3 * x^0 * x=
3x^4
Can it be combined? x^2 *y^2
No. The exponents CAN NOT be combined, they do not have the same Base.
2*y^4 * y^6 * y^3 =
2y^13
(3*x^2*y) / (5*x^8) =
(3y)/(5x^6)
What is/are the base(s)? 3^2*3^4*3^6
The base is 3
x^2/x^0=
x^2
Can it be combined? x^2 /x^4
Yes. The exponents can be combined, they have the same Base.
2^4 * 2^2 * x^5 * x^3 =
2^6 * x^8
(x^5*y^16) / (x^4*y^6) =
x*y^10
What is/are the base(s)? 8^2*8^2
The bases are 8
(x^6*y^2)/(x^0)=
x^6*y^2
Can it be combined? (2*y^2)/(3*x^2)
No. The exponents cannot be combined, they do not have the same Base.
3* y^4 * y^9* x^3 *x^2 =
3* y^13 *x^5 =
(5*x^2*y^12) / (2*x^10*y^6) =
(5y^6) / (2x^8)
What are the bases? x^2*y^2*z^2
The bases are x, y, and z
(x^4 * y^0) / (x^0 * y^3)=
x^4/y^3