1/5 > 1/9
To test
Bring both fractions to a common denominator of 45'
Hence
9/45 & 5/45
Compare numerators
9 > 5
Hence it follows
9/45 > 5/45
1/5 > 1/9
NB As a rule of thumb , the larger the denominator , then the smaller the fraction.
To find which of two fractions is greater, first find a common denominator. The fraction with the larger numerator is the greater fraction. Note that it is not necessary to multiply the terms of the common denominator; it is only the numerator that must be worked out.4/15 = (4 x 19)/(19 x 15) = 76/(19 x 15)5/19 = (5 x 15)/(19 x 15) = 75/(19 x 15)This shows that 4/15 is greater than 5/19.
Assuming the fractions are 13/15 and 16/19 (and not 1/315 nor 1/619), then 13/15 is greater.
14/15 is greater
19/50
-19
To find which of two fractions is greater, first find a common denominator. The fraction with the larger numerator is the greater fraction. Note that it is not necessary to multiply the terms of the common denominator; it is only the numerator that must be worked out.4/15 = (4 x 19)/(19 x 15) = 76/(19 x 15)5/19 = (5 x 15)/(19 x 15) = 75/(19 x 15)This shows that 4/15 is greater than 5/19.
Assuming the fractions are 13/15 and 16/19 (and not 1/315 nor 1/619), then 13/15 is greater.
14/15 is greater
19/20
15/16 is greater.
No because 19/20 is greater than 14/15
19/50
-19
-19
30/38 = 15/19
percentage = 78.95%% rate:= 15/19 * 100%= 0.7895 * 100%= 78.95%
6/10 is equal to 9/15, and its denominator is 4 greater than its numerator.