Which of the following interpretations for the given expression is correct? ((x+y)/(2))^n A. The sum of (x)/(2) and y, raised to the power of n. B. The product of the quotient of x and 2 and (y)/(2) raised to the power of n. C. The quotient of (x+y)^n and 2. D. The quotient of (x+y) and 2, raised to the power of n.

The correct interpretation for the given expression $$(\frac {x+y}{2})^{n}$$ is:

D. The quotient of $$(x+y)$$ and 2, raised to the power of n.

Explanation: The expression $$(\frac {x+y}{2})^{n}$$ represents the quotient of $$(x+y)$$ and 2, raised to the power of n. This means that the sum of x and y is divided by 2, and then the result is raised to the power of n.