Respuesta :
The measurements are accurate but not precise.
Measurement is the basis for all scientific and technological developments.
The measurement of any quantity is not perfect and there are always some uncertainties that cause errors in the measurements.
While measuring anything we define the measurements in terms of precision and accuracy.
The accuracy of a measurement is a measure of how close the calculated value is to the true value.
While precision tells to what resolution or limit the quantity is measured.
For example, suppose the true value of a length is 10.578 cm.
In the first case, the value comes out to be 10.4 cm.
In the second case, the value comes out to be 10.378 cm.
In the above example, the first value is accurate because it is close to the true value but the second value is precise because it contains more digits after the decimal.
Similarly, in the above case, a block with a known value of the volume of 15 cm^3 and the measurements are 14.6, 14.7, 14.7, 14.6 cm^3.
As the values are close to the true value but they contain less number of digits after decimals, these values are accurate but not precise.
To know more about "precision and accuracy", refer to the link given below:
https://brainly.com/question/18974348?referrer=searchResults
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