Simplification of fractions is achieved by dividing the numerator and denominator of a fraction by the Greatest Common Factor (GCF) of the two numbers.
Thus: 12/42 = 2/7 (GCF = 6)
If you are not familiar with GCF, simply divide both numerator and denominator by any common factor that you can find, and repeat, and repeat until there are no more common factors.
0.5833 = 5833 / 10000 There is no reduced simplification of this fraction.0.5833 = 5833 / 10000 There is no reduced simplification of this fraction.0.5833 = 5833 / 10000 There is no reduced simplification of this fraction.0.5833 = 5833 / 10000 There is no reduced simplification of this fraction.
1/15
It is called simplification.
0.6045 = 6045/10000. This can be simplified but simplification means that you lose information about the precision of the fraction.
It is 10/1000. This can be simplified but simplification means that you lose information about the precision of the fraction.
It is 12/300, which can be simplified. However, simplification will result in a loss of information about the accuracy of the fraction.
It is 40/200 which can be simplified. However simplification would mean that you could lose information about the precision of the fraction.
It is 35/1000 which can be simplified. However simplification would mean that you would lose information about the precision of the fraction.
It is 50/5000 which can be simplified. However, simplification will result in loss of information about the accuracy of the fraction.
To simplify a fraction, the numerator and denominator are divided by a common factor. The simplification process is continued until there is no common factor. By dividing the numerator and denominator by their greatest common factor no further simplification is possible.
It is 100/1000. This can be simplified to 1/10 but simplification means that you lose information about the precision of the fraction.
It is 750/1000. The ratio can be simplified to 3/4 but simplification means that you lose information about the precision of the fraction.