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What is the difference between precision and accuracy?a.Precision is how close the values are to the true valueb.Accuracy is the multiple repetition of an experimentc.Accuracy is a large sample sized.Precision is how spread apart the values are from each othere.All of the abovef.None of the above

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What is the difference between precision and accuracy?a.Precision is how close the values are to the true valueb.Accuracy is the multiple repetition of an experimentc.Accuracy is a large sample sized.Precision is how spread apart the values are from each othere.All of the abovef.None of the above

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Solution

The correct answer is f. None of the above.

Precision and accuracy are two different measures of reliability in scientific experiments or measurements.

Accuracy refers to how close a measurement is to the true or accepted value. It is about correctness. If you are hitting the bullseye in a dart game, you are accurate.

Precision, on the other hand, is about consistency. If your measurements or results are very close to each other, then they are precise. It doesn't matter if they are close to the true value or not. In the dart game analogy, if you are hitting the same spot again and again, even if it's not the bullseye, you are precise.

So, none of the options given in the question correctly define precision and accuracy.

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Similar Questions

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Accuracy is a measure of closeness of measured values to each other.a.Trueb.False

Because there seems to be a trade-off between accuracy and confidence for any givensample size, accuracy should always be considered more important than precision. Explainwith reasons why you do or do not agree

Accuracy and PrecisionThe quality of experimental results can be categorised by two terms:Accuracy:  how closely the measured value of a quantity corresponds to its “true” or "accepted" value.Precision: the degree of reproducibility or agreement between repeated measurements.These two terms can be mutually exclusive (ie one term can occur irrespective of the outcome of the other term).  So the results could lay somewhere in amongst these four scenarios:accurate and precise,accurate and imprecise,inaccurate but precise, orinaccurate and imprecise. This is demonstrated graphically in the graphic to the right using targets.  The bullseye is the "true" value we are hoping to achieve. When the average of the results lands on (or around) the bullseye, we consider it an accurate result - this is represented by the top two targets.  Even though no results landed on the bullseye of the top-left target, on average, we are "hitting the bullseye" - if we increase the number of results, we will eventually hit the target.  However, because our results are imprecise, and there is a  large area this shot could land, we would not be confident on predicting when this event will likely occur. The ability that we can consistently land in the same region of the target is known as a precise result - this is represented by the two targets on the right.  Even though the bottom-right target is clearly missing the bullseye (inaccurate), we are confident in the value we are consistently achieving.  If we increase the number of results, we would be confident in predicting the location our next shot will land.   Let's identify these scenarios in a laboratory environment.  Let's say there are four pH meters in the laboratory.  You test the pH of the first one by submerging the electrode in a certified pH 7.00 reference buffer (See image on to the left).  You rinse the electrode with deonised water and then re-submerge it in the pH 7.00 reference buffer again.  You repeat this 3 more times to get a set of 5 values for this pH meter.  You repeat this again with the other three pH meters to obtain a set of five pH readings per pH meter.  You get the following results below.  Select the answer as to whether the set of results for each pH meter was accurate and/or precise. pH meter #1: 7.00, 7.01, 7.00, 6.99, 6.99 pH meter #2: 7.00, 6.89, 6.98, 7.10, 7.03 pH meter #3: 6.60, 6.58, 6.60, 6.61, 6.62 pH meter #4: 7.64, 7.81, 7.52, 7.67, 7.92

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