precision
significant figures . . . eh?
The term is precision.
The term that refers to the exactness of a measurement is "accuracy." Accuracy indicates how close a measured value is to the true or accepted value. Additionally, "precision" is often used to describe the consistency of repeated measurements, but it does not necessarily imply closeness to the true value.
One sixtieth of a degree is called a minute. In the context of angular measurement, a minute is represented by the symbol ('). There are 60 minutes in a degree, similar to how there are 60 seconds in a minute of time.
precision
significant figures . . . eh?
The term is precision.
precision
A degree of exactness of a numeric integration formula is the highest number for which all polynomials of degree equal or less than the number, satisfy the condition that the formula for them is precise (0 error)
precision
A 110 degree angle is obtuse.
Precision is a measure of how close repeated measurements are to each other. It indicates the consistency or reproducibility of results. In the context of statistics or scientific experiments, precision reflects the degree of exactness in the data collected.
One sixtieth of a degree is called a minute. In the context of angular measurement, a minute is represented by the symbol ('). There are 60 minutes in a degree, similar to how there are 60 seconds in a minute of time.
In an indefinite manner or degree; without any settled limitation; vaguely; not with certainty or exactness; as, to use a word indefinitely.
360 degrees equals 2(pi) radians. Therefore, [2(pi)](623/360) = (623/180)(pi). Since I have not discovered any common integral factor for 623 and 180, I believe this is the simplest manner in which the exact radians measure can be written.
It is degree Celsius, or degree Fahrenheit, or degree Kelvin, or Rankine