Simplify the rational expression.
Simplify the rational expression.
numerator 4 x to the 2 power negative 16 divided by denominator x to the 2 power negative x negative 6
I may be wrong but I don't think you will get many takers for your problems because they are so difficult to translate. You will do better to write them something like this.
(4*2^-16)/x^2 etc.
x to the 2 power is easy enough to understand but negative x negative 6 doesn't tell me anything. The same goes for all of your other posts lined up above.
To simplify the given rational expression:
Numerator: 4x^2 / x^(-16)
Denominator: x^(-x) * (-6)
First, let's simplify the numerator. When dividing variables with the same base, subtract the exponents. Therefore:
4x^2 / x^(-16) = 4x^2 * x^16
= 4x^(2 + 16)
= 4x^18
Now, let's simplify the denominator. Multiply the exponents of x and the constant term -6:
x^(-x) * (-6) = -6x^(1 - x)
Finally, we can write the simplified rational expression as:
4x^18 / (-6x^(1 - x))