A typical situation would be when there is a zero error.
For example, almost all rulers have a little distance before the zero-mark. Suppose you measure the length of some object repeatedly using the end of the rules rather than the zero-mark. If, otherwise you are very careful to read off the result (for example, perpendicularly so that there is no parallax) you could end up with several measures which are exactly - or very nearly - the same. That is precision. But every one of those measures will be wrong - by the length before the zero-mark on the ruler. And that is the inaccuracy.
A group of precise measurements are a group of repetitive measurements that are very close together. Ie the standard deviation between the measurements is small. Not to be confused with a accurate measurement! Think about it like this, if you measure a piece of wood 5 times and each time you get an identical answer then the measurement are said to be precise. If however if turns out that despite measuring the length 5 times and getting the same answer you discover that the length is significantly off from the "true" answer, then you were inaccurate!
Data can be precise but inaccurate because precision refers to the level of detail and consistency in measurements, while accuracy relates to how close those measurements are to the true value. It is possible for precise data points to be consistently incorrect, leading to inaccuracies despite the level of precision.
The precision of a measurement can be determined by looking at the number of decimal places in the measurement. The more decimal places, the more precise the measurement. Additionally, if a measuring tool is capable of measuring smaller increments, it can provide a more precise measurement.
the precision of the least precise measuement
Accurate measurement is crucial in science because it allows for reliable and valid data collection, which is the foundation of all scientific research. Precise measurements help ensure that experimental results are reproducible and can be used to draw meaningful conclusions. Inaccurate measurements can lead to incorrect interpretations and conclusions, undermining the credibility of scientific findings.
Yes it is possible. 21.354 inches is very precise but could be inaccurate.
No. Accurate relates to how close the actual measurement the instrument measures. Precise relates to how much detail the instrument gives when measuring. They are independent to each other: An measurement can be precise and accurate (eg the value of π is 3.141592654) An measurement can be precise and inaccurate (eg the value of π is 1.733677432) An measurement can be less precise and accurate (eg the value of π is 3.14) An measurement can be less precise and inaccurate (eg the value of π is 1.73).
Yes, a measurement can be precise without being accurate. Precision refers to how close repeated measurements are to each other, while accuracy refers to how close a measurement is to the true value. It is possible for measurements to be consistently close to each other (precise) but consistently off from the true value (inaccurate).
That is the correct spelling of "inaccurate" (not correct, or not precise).
Definition of Precision: Referring to how close a group of measurements are to each other. Accuracy: Refers to how close the measurement is to the true or accepted value. If the volume of the water was 20 L and I measured it wrong one and got 19, measured it again and got 19, and then measured it a third time and got 19, that would be a PRECISE measurement, since you got the same result three times in a row. It's INACCURATE because it isn't the CORRECT measurement. Hope that helped!
What determines how precise a measurement is
A group of precise measurements are a group of repetitive measurements that are very close together. Ie the standard deviation between the measurements is small. Not to be confused with a accurate measurement! Think about it like this, if you measure a piece of wood 5 times and each time you get an identical answer then the measurement are said to be precise. If however if turns out that despite measuring the length 5 times and getting the same answer you discover that the length is significantly off from the "true" answer, then you were inaccurate!
It is precise if it is repeatable.
vague, careless, inaccurate
The measurement 25.81 is precise to the nearest hundredth.
Significant figures indicate the precision of a measurement, representing the certainty of the digits recorded. The more significant figures a number has, the more precise it is, as it reflects a finer level of detail in the measurement. Accuracy, on the other hand, refers to how close a measured value is to the true value. While significant figures convey precision, they do not guarantee accuracy; a precise measurement can still be inaccurate if systematic errors are present.
A group of precise measurements are a group of repetitive measurements that are very close together. Ie the standard deviation between the measurements is small. Not to be confused with a accurate measurement! Think about it like this, if you measure a piece of wood 5 times and each time you get an identical answer then the measurement are said to be precise. If however if turns out that despite measuring the length 5 times and getting the same answer you discover that the length is significantly off from the "true" answer, then you were inaccurate!