Part B Select the range of the function. A. \( y>0 \) B. \( y \geq 0 \) C. \( y>5 \) D. \( y \geq 5 \)
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To find the range of the function, we need to look at the possible values that \( y \) can take. Without specific information about the function itself, let's assume it's a common one like a quadratic or linear function. If \( y \) can be 0 or more, option B (\( y \geq 0 \)) is typically the most inclusive. However, if the function's lowest value hits exactly at 5, then option D (\( y \geq 5 \)) would be the right pick! Now let's simplify this: when analyzing functions, always identify the minimum or maximum value the function achieves, as that will play a significant role in determining the range. Don't forget to check the endpoints if dealing with piecewise functions!