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we dont know liii kumsss !
A mm is a measure of linear distance whereas a degree is a measure of angular distance. The two measure different things and there is no direct conversion from one to the other. For example, the angular measure across the full moon and the sun re approximately the same (which is why you can have the total solar eclipse with the solitaire) but there is a huge difference in the size of our two cosmic neighbours!
one degree each.
Degrees is the measure for angles and temperature. "Degree" can apply to many things other than angles and temperature. In fact, a degree of angles is quite different from a degree of temperature. You might say more exactly that there are degrees F, degrees C, and degrees K acting as units of temperature measurements, in fact. Also more precisely, you might say that there are 'degrees of arc' as the unit measure of angles. But then, so are 'minutes' and 'seconds' a measure of arc - smaller units of a degree.
A degree is the measure of an angle.
From degree of accuracy we mean how far we can measure a quantity,without any error.
When you want to measure small volumes or larger volumes to a high degree of accuracy.
All measurements are estimations, since it is not possible to measure anything with 100% accuracy, although some things can be measured with a very high degree of accuracy. There is always some limit to the significant digits with which a measurement can be made. You might measure the weight of your sample to the millionth of a gram, or conceivably to an even higher degree of accuracy if the experiment requires it, but you cannot measure it to the last atom. There is a limit to even the finest scale.
Both accuracy and precision are important to scientific measurement. I'll try to explain the difference with a couple of illustrations. I should start by saying, sometimes the words are used interchangeably but they shouldn't be. I consider precision to mean resolution. That is how fine/small a reading you can get.Assume an electronic thermometer (digital display) can display answers to the nearest one hundredth of a degree. But, the thermometer isn't able to measure with that accurately. Maybe it's only accurate to the nearest whole degree. In this case the precision is greater than is supported by the accuracy of the device.Now take the opposite case where the thermometer is able to measure temperature accurately to one hundredth of a degree but the instrument can only display whole degrees. In this case the precision does not support the accuracy.Ideally the accuracy and precision of an instrument are the same but often that's not the case.
I do not really know what you are trying to establish. Perhaps the answer is 'The degree of accuracy'. Hope that helps.
To the maximum degree of accuracy possible, it is 6811.
''Accuracy is the degree of closeness to true value. Precision is the degree to which an instrument or process will repeat the same value. In other words, accuracy is the degree of veracity while precision is the degree of reproducibility.
Accuracy in measurement and instrumentation refers to how close a measured value is to the true or known value. It is a measure of systematic error, which denotes how well the instrument or measurement device is calibrated and free from biases. The accuracy is usually expressed as a percentage of the measuring range or as a specified number of units.
you calculate the degree of accuracy and divide it by 2
It is possible, but for a totally absurd degree of accuracy.
It is a specified degree of accuracy or precision.
convert 27%to a degree measure on a circle graph