Question

Evaluate the two sums and determine which statement is true. Enter the correct number associated with your response.

Column A: 0.5
Column B: (3√3)2/3

Answer 1

To evaluate the two sums, we need to simplify each expression and compare Column A: 0.5 to Column B: (3√3)^(2/3). However, without knowing the value of √3, we cannot determine which statement is true.

Step-by-step explanation:

To evaluate the two sums, we need to simplify each expression. In Column A, 0.5 is already simplified. In Column B, we have (3√3)^(2/3). To simplify this, we can apply the exponent to both the base and the exponent inside the square root. The square root of 3 raised to the power of 2/3 gives us 3^(2/3). Now we can evaluate both sums.

Column A: 0.5

Column B: 3^(2/3)

Column B cannot be simplified further without knowing the value of √3. Therefore, we cannot determine which statement is true without more information.