Question

algebra 1! thanks.
Place the following values from greatest to least, where x is a real number. You will need to first simplify the expressions, then choose your domain. Start with when x>1. What about when x<-1? Does your answer change? What about 0 A. x^1/2
B. (x^1/3)^6
C. x^-3
D. (1/x)^-3

Answer 1

Is on the photo

And this too

Answer 2

The required sequence for the values is given by-        x^-3<x^1/2<(x^1/3)^6<(1/x)^-3

Place the following values from greatest to least, where x is a real number.

What is a sequence?

sequence, is pattern of place the values in a specified manner.

x^-3 will be the lowest for all values of x, (-∞,∞)
x^1/2 will be the next in the sequence for every x(-∞,∞)
(x^1/3)^6 = x^2 will be the next in the sequence  for every x(-∞,∞)
(1/3)^-3 = X^3 will be last in the sequence for every x(-∞,∞)

Thus the required sequence is given by-        x^-3<x^1/2<(x^1/3)^6<(1/x)^-3

Learn more about sequence here:
https://brainly.com/question/21961097

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