Sum of  
14/20
and
4/28
in Simplest Form

Given:  
14/20
+
4/28
, which equals  
7/10
+
1/7
  (both fractions simplified)
Since the denominators are not common (not the same), we need to find the Least Common Denominator (LCD), which is equivalent to the Least Common Multiple of 7 and 10:
LCD = LCM(7, 10) = 70
Express the given fractions as equivalent fractions with respect to the LCD (70):
7/10
=
49/70
  and  
1/7
=
10/70
As a result,  
7/10
+
1/7
=
49/70
+
10/70

Since the equivalent fractions have common denominators, we can add the numerators:
49/70
+
10/70
=
49 + 10/70
=
59/70
59/70
is in Simplest Form since the Greatest Common Factor of 59 and 70 equals 1, GCF(59, 70) = 1
Therefore, the Sum of  
14/20
and
4/28
is equal to
59/70
in Simplest Form:  
14/20
+
4/28
=
59/70

The solution above and other related solutions were provided by the Sum of Fractions Application.