rewrite k√xp using a rational expression show all your work
To rewrite k√xp using a rational expression, we can first write the expression with a fractional exponent:
k√xp = (xp)^(1/k)
Now, we can rewrite this expression using a rational exponent by expressing it as a fraction:
1/k can be written as 1 ÷ k
Thus, the expression becomes:
(xp)^(1/k) = xp^(1 ÷ k)
Therefore, k√xp can be rewritten as xp^(1/k) or xp^(1 ÷ k).