The measurements are neither accurate nor precise.
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Understand the difference between accuracy and precision: Accuracy refers to how close a measurement is to the true or accepted value, while precision refers to how close repeated measurements are to each other.
Examine the given measurements: Trial 1 is 12.125 g, Trial 2 is 12.123 g, and Trial 3 is 12.127 g.
Evaluate precision: Since the measurements are very close to each other, they demonstrate precision. Precision is indicated by the consistency of the measurements.
Consider accuracy: Without a known true or accepted value for comparison, we cannot determine the accuracy of these measurements.
Conclude based on the analysis: Given the closeness of the measurements to each other, we can say for certain that the measurements are precise.