derived quantity
This is not at all unusual. Volume for instance is formed from length, width, and depth. Electrical power is formed from knowing voltage and current. Speed from distance and time. There are many examples easy to think of.
Derived Unit
agrees closely with other measurements of the same quantity. Precision is how close together several readings of the same thing are.
Even with the best measuring apparatus available,you can rarely get an absolutely exact measurement of anything. The readings you get will almost always be either a little bit larger or smaller than the precise length or pressure or whatever you are trying to measure. If you make a lot of measurements, the calculated average or mean of your measurements will come close to the exact measurement, but you still have to report the error or the range of variations in your measurements around the mean. This enables others to see how reliable your measurements are, particularly if they are being used in combination with other measurements, for example, using length and breadth to estimate an area of a rectangle.
precise but unreliable.
This is not at all unusual. Volume for instance is formed from length, width, and depth. Electrical power is formed from knowing voltage and current. Speed from distance and time. There are many examples easy to think of.
The measure of how close measurements are to each other is called precision. Precision reflects the level of agreement between repeated measurements of the same quantity, indicating the reproducibility of results. High precision means that measurements are very close to each other, while low precision indicates greater variability between measurements.
Derived Unit
Accuracy refers to how close a measured value is to the true or accepted value, while precision refers to how close multiple measurements of the same quantity are to each other. In other words, accuracy indicates the correctness of a measurement, while precision indicates the consistency or reproducibility of measurements.
For two measurements to be a conversion factor, they must represent the same quantity but in different units. The ratio should equal 1 and can be written as a fraction where the units cancel out, allowing you to convert from one unit to another.
The width x length x breadth. So the three measurements multiplied by each other. Volume is the quantity within the shape and is written as a cubed number.
A unit of a physical quantity is a standardized quantity used to express measurements. These units help provide a clear and consistent way to quantify different physical properties such as length, mass, time, and temperature. Units allow for effective communication and comparison of measurements across different contexts.
A pure number is a number that is not associated with a physical quantity or unit of measurement. It is simply a numerical value. This is different from other types of numbers, such as measurements or quantities, which have units attached to them.
Precision is a measure of how close repeated measurements are to each other. It does not take into account how close the average of those measurements is to the true or accepted value. Accuracy, on the other hand, is a measure of how close a measurement is to the true or accepted value.
agrees closely with other measurements of the same quantity. Precision is how close together several readings of the same thing are.
Close measurement refers to the degree of agreement or consistency between multiple measurements of the same quantity. When measurements are close to each other, it indicates high precision, suggesting that the measurement process is reliable and repeatable. This is often assessed using statistical methods, such as calculating the standard deviation, which quantifies the variability among the measurements. In contrast, large discrepancies among measurements signal low precision and may indicate errors in the measurement process or instrument.
Direct measurement techniques involve measuring a quantity directly, such as using a ruler to measure length. Indirect measurement techniques involve using other measurements or calculations to determine the quantity, such as using the Pythagorean theorem to find the height of a tree.