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What demonstrates repeated measurements that are close to one another?
Repeated measurements that are close to one another demonstrate reproducibility.
What Produces measurements that are closer to one another?
ice cream?
What do Repeated measurements that are close to one another demonstrate?
Repeated measurements that are close to one another demonstrate high precision and reliability of the measurement process. This suggests that the measurements are consistent and provide an accurate representation of the quantity being measured.
Repeated measurements that are close to one another demonstrate?
reproducibility.
What produces measurement that are close to one another?
accuracy
What is the difference between the accuracy of measurements and the precision of measurements?
Precision is how close your measurements are. Accuracy is how close your measurements are to the actual measurement.
If you measure the mass of an object four times and get values that are very close to one another the measurements are said to be .?
The measurements can be said to be "near enough" (depending on how accurate the results must be).I would take the average of the four times the measurements were recorded.
What is the difference with precision and accuracy?
Accuracy refers to how close a measured value is to an excepted value. Precision refers to how close a series of measurements are to one another For example, if your experimental value is 15.63 and your values are... 12.84 13.02 12.96 They would be precise because they are close to one another but not accurate because they're not even close to the experimental value
What is the method of converting measurements in one unit to measurements in another urn is called?
Urn?
What is the degree of exactness of a measurement called?
The degree of exactness of a measurement is called "precision." Precision refers to the consistency and repeatability of measurements, indicating how closely multiple measurements of the same quantity agree with one another. It is distinct from "accuracy," which refers to how close a measurement is to the true or accepted value.
What measurements are congruent sides?
Congruent sides can be of any measure but they have to be equal to one another.
What problems could result from incorrectly converting measurements from one system to another?
blunders in technology
