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\frac{1331}{6184}+\frac{121}{1728}+\frac{11}{5184}+\frac{1}{20716}
Reduce the fraction \frac{242}{3456} to lowest terms by extracting and canceling out 2.
\frac{287496}{1335744}+\frac{93533}{1335744}+\frac{11}{5184}+\frac{1}{20716}
Least common multiple of 6184 and 1728 is 1335744. Convert \frac{1331}{6184} and \frac{121}{1728} to fractions with denominator 1335744.
\frac{287496+93533}{1335744}+\frac{11}{5184}+\frac{1}{20716}
Since \frac{287496}{1335744} and \frac{93533}{1335744} have the same denominator, add them by adding their numerators.
\frac{381029}{1335744}+\frac{11}{5184}+\frac{1}{20716}
Add 287496 and 93533 to get 381029.
\frac{1143087}{4007232}+\frac{8503}{4007232}+\frac{1}{20716}
Least common multiple of 1335744 and 5184 is 4007232. Convert \frac{381029}{1335744} and \frac{11}{5184} to fractions with denominator 4007232.
\frac{1143087+8503}{4007232}+\frac{1}{20716}
Since \frac{1143087}{4007232} and \frac{8503}{4007232} have the same denominator, add them by adding their numerators.
\frac{1151590}{4007232}+\frac{1}{20716}
Add 1143087 and 8503 to get 1151590.
\frac{575795}{2003616}+\frac{1}{20716}
Reduce the fraction \frac{1151590}{4007232} to lowest terms by extracting and canceling out 2.
\frac{2982042305}{10376727264}+\frac{500904}{10376727264}
Least common multiple of 2003616 and 20716 is 10376727264. Convert \frac{575795}{2003616} and \frac{1}{20716} to fractions with denominator 10376727264.
\frac{2982042305+500904}{10376727264}
Since \frac{2982042305}{10376727264} and \frac{500904}{10376727264} have the same denominator, add them by adding their numerators.
\frac{2982543209}{10376727264}
Add 2982042305 and 500904 to get 2982543209.