An example of being precise but not accurate is measuring the length of a table as 150.0 centimeters when the true length is actually 160 centimeters. The measurement is very specific and consistent, indicating precision, but it does not reflect the true value, demonstrating a lack of accuracy. This scenario highlights the difference between consistently obtaining the same result and obtaining the correct result.
no only if it is precise it is accurate
"Precise" is an adjective. It describes something that is exact, accurate, or clearly defined. For example, one might say, "Her instructions were precise," indicating that they were clear and specific. The verb form related to "precise" is "precisely."
A set of data is considered accurate when its values are close to the accepted value of 125, and precise when the values are closely clustered together. For example, if the data points are 124.9, 125.1, and 125.0, they are both accurate (close to 125) and precise (very close together). In contrast, a set like 120, 130, and 125 would be accurate on average but not precise due to the wider spread of values.
precise means accurate
What determines how precise a measurement is
It means-exact, specific or more accurate. example: can you be more precise on your answer?
yes
no only if it is precise it is accurate
Yes, something can be accurate but not precise. Accuracy refers to how close a measurement is to the true or accepted value, while precision indicates the consistency or repeatability of measurements. For example, if you repeatedly measure the height of a person and get results that vary widely but are all close to the actual height, your measurements are accurate but not precise.
An example of something precise and accurate using darts would be hitting the bullseye in the center of the dartboard with multiple throws. Each throw consistently lands in or near the bullseye, demonstrating precision and accuracy in aiming and targeting.
"Precise" is an adjective. It describes something that is exact, accurate, or clearly defined. For example, one might say, "Her instructions were precise," indicating that they were clear and specific. The verb form related to "precise" is "precisely."
Precision is defined as how close measurements are to each other. Example: 4.3, 4.4, 4.4 are precise because they are close to each other. If the "correct" answer is 4.4, they are also accurate. If the "correct" answer is 4.0, they are not very accurate, but they are still precise.
These numbers are precise, as they are all close together. If any one of these are accurate, then this group of numbers can be considered precise and accurate.
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).
"Unerring" means being consistently accurate or precise, without making mistakes. It suggests being infallible or faultless in judgement or action.
What determines how precise a measurement is
precise means accurate