rewrite ^r √q^t using a rational expression
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Step 1: Rewrite √q^t as (q^t)^(1/2)
Step 2: Take the square root of q^t inside the parentheses
(q^t)^(1/2) = q^(t/2)
So, ^r √q^t can be rewritten as:
r(q^(t/2))
Therefore, ^r √q^t can be expressed as a rational expression r(q^(t/2)).