# Mathematics Worksheet/Order of operations/Fractions

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Do the questions very carefully.

1. ${\displaystyle {\frac {2}{3}}+{\frac {5}{6}}-{\frac {1}{2}}=\cdots }$
2. ${\displaystyle {\frac {3}{5}}\times {\frac {2}{3}}+{\frac {5}{12}}=\cdots }$
3. ${\displaystyle ({\frac {7}{15}}+{\frac {2}{3}})-{\frac {7}{9}}=\cdots }$
4. ${\displaystyle 2{\tfrac {2}{3}}\div {\frac {4}{5}}+1{\tfrac {4}{5}}=\cdots }$
5. ${\displaystyle 3{\frac {1}{5}}\div ({\frac {3}{5}}+{\frac {1}{2}})=\cdots }$
6. ${\displaystyle (2{\tfrac {5}{8}}+1{\tfrac {5}{12}})\times ({\frac {5}{6}}-{\frac {1}{2}})=\cdots }$
7. ${\displaystyle (1{\tfrac {2}{3}}+2{\tfrac {1}{6}})\div 11{\tfrac {1}{2}}=\cdots }$
8. ${\displaystyle 5{\tfrac {3}{5}}\div 3{\tfrac {1}{2}}\times 2{\tfrac {2}{3}}=\cdots }$
9. ${\displaystyle 4{\tfrac {3}{7}}+5{\tfrac {5}{14}}-3{\tfrac {10}{21}}=\cdots }$
10. ${\displaystyle 3{\tfrac {5}{8}}\times {\frac {3}{58}}+3{\tfrac {3}{8}}=\cdots }$
11. ${\displaystyle {\frac {5}{6}}+2{\tfrac {2}{5}}\times {\frac {8}{9}}-1{\tfrac {5}{6}}=\cdots }$
12. ${\displaystyle (2{\tfrac {4}{5}}-{\frac {7}{10}})\div 2{\tfrac {4}{5}}=\cdots }$
13. ${\displaystyle [{\frac {3}{5}}+({\frac {7}{10}}+{\frac {9}{20}})]-\!2.75=\cdots }$
14. ${\displaystyle \!675\%-4{\tfrac {7}{30}}+\!2.5=\cdots }$
15. ${\displaystyle \!5.3+3{\tfrac {3}{5}}\times 2{\tfrac {8}{11}}-\!245\%=\cdots }$
16. ${\displaystyle \!34.2\times \!24.25+\!7,462.5=\cdots }$
17. ${\displaystyle \!127,5\div \!7.5+\!5.74\times \!23.63=\cdots }$
18. ${\displaystyle \!44.62-\!1,425\%+\!47.6\div \!0.7=\cdots }$
19. ${\displaystyle {\frac {13}{25}}+[3{\tfrac {3}{20}}\div 4{\tfrac {1}{2}}-({\frac {4}{7}}+\!435\%)]=\cdots }$
20. ${\displaystyle (\!3.4-\!36\%)\times 6{\tfrac {2}{3}}+(3{\tfrac {3}{8}}-2{\tfrac {7}{12}})=\cdots }$
21. ${\displaystyle (4{\tfrac {9}{10}}\div {\frac {7}{15}}\times 1{\tfrac {3}{5}})+\!190\%=\cdots }$
22. ${\displaystyle \!10\%\times 8{\tfrac {9}{10}}+4{\tfrac {1}{10}}=\cdots }$
23. ${\displaystyle {\sqrt {{\frac {6}{25}}+{\frac {2}{5}}}}+{\frac {7}{10}}\times 1{\tfrac {3}{25}}=\cdots }$
24. ${\displaystyle {\sqrt[{3}]{\frac {5^{3}}{6^{3}}}}-{\frac {1}{2}}+\!560\%=\cdots }$
25. ${\displaystyle \!43.2-\!13.6+\!47.3\times \!34.2=\cdots }$
26. ${\displaystyle [(6{\tfrac {1}{2}}-3{\tfrac {3}{4}})\div {\frac {14}{15}}]+5{\tfrac {5}{8}}=\cdots }$
27. ${\displaystyle 3{\tfrac {1}{2}}\div 1{\tfrac {2}{5}}+{\frac {9}{10}}\times 2{\tfrac {2}{5}}-\!75\%=\cdots }$
28. ${\displaystyle [(3{\tfrac {4}{15}}+2{\tfrac {3}{5}})\times ({\frac {5}{6}}+{\frac {1}{3}})=\cdots }$
29. ${\displaystyle 6{\tfrac {5}{7}}\times {\frac {5}{94}}+3{\tfrac {2}{5}}\div {\frac {2}{15}}=\cdots }$
30. ${\displaystyle [({\frac {1}{2}}\times {\frac {3}{4}}+{\frac {4}{5}}\times {\frac {5}{6}})]-{\frac {1}{2}}+\!245\%=\cdots }$