Mathematics Worksheet/Order of operations/Fractions

< Mathematics Worksheet < Order of operations

Do the questions very carefully; Do percentages as absolute, not relative. Example: x+10%=x+0.1, not x+10%*x=1.1x

{\frac {2}{3}}+{\frac {5}{6}}-{\frac {1}{2}}=

{\frac {3}{5}}\times {\frac {2}{3}}+{\frac {5}{12}}=

({\frac {7}{15}}+{\frac {2}{3}})-{\frac {7}{9}}=

2{\tfrac {2}{3}}\div {\frac {4}{5}}+1{\tfrac {4}{5}}=

3{\frac {1}{5}}\div ({\frac {3}{5}}+{\frac {1}{2}})=

(2{\tfrac {5}{8}}+1{\tfrac {5}{12}})\times ({\frac {5}{6}}-{\frac {1}{2}})=

(1{\tfrac {2}{3}}+2{\tfrac {1}{6}})\div 11{\tfrac {1}{2}}=

5{\tfrac {3}{5}}\div 3{\tfrac {1}{2}}\times 2{\tfrac {2}{3}}=

4{\tfrac {3}{7}}+5{\tfrac {5}{14}}-3{\tfrac {10}{21}}=

3{\tfrac {5}{8}}\times {\frac {3}{58}}+3{\tfrac {3}{8}}=

{\frac {5}{6}}+2{\tfrac {2}{5}}\times {\frac {8}{9}}-1{\tfrac {5}{6}}=

(2{\tfrac {4}{5}}-{\frac {7}{10}})\div 2{\tfrac {4}{5}}=

[{\frac {3}{5}}+({\frac {7}{10}}+{\frac {9}{20}})]-2.75=

675\%-4{\tfrac {7}{30}}+2.5=

5.3+3{\tfrac {3}{5}}\times 2{\tfrac {8}{11}}-245\%=

34.2\times 24.25+7,462.5=

127.5\div 7.5+5.74\times 23.63=

44.62-1,425\%+47.6\div 0.7=

{\frac {13}{25}}+[3{\tfrac {3}{20}}\div 4{\tfrac {1}{2}}-({\frac {4}{7}}+435\%)]=

(3.4-36\%)\times 6{\tfrac {2}{3}}+(3{\tfrac {3}{8}}-2{\tfrac {7}{12}})=

(4{\tfrac {9}{10}}\div {\frac {7}{15}}\times 1{\tfrac {3}{5}})+190\%=

10\%\times 8{\tfrac {9}{10}}+4{\tfrac {1}{10}}=

{\sqrt {{\frac {6}{25}}+{\frac {2}{5}}}}+{\frac {7}{10}}\times 1{\tfrac {3}{25}}=

{\sqrt[{3}]{\frac {5^{3}}{6^{3}}}}-{\frac {1}{2}}+560\%=

43.2-13.6+47.3\times 34.2=

[(6{\tfrac {1}{2}}-3{\tfrac {3}{4}})\div {\frac {14}{15}}]+5{\tfrac {5}{8}}=

3{\tfrac {1}{2}}\div 1{\tfrac {2}{5}}+{\frac {9}{10}}\times 2{\tfrac {2}{5}}-75\%=

[(3{\tfrac {4}{15}}+2{\tfrac {3}{5}})\times ({\frac {5}{6}}+{\frac {1}{3}})]=

6{\tfrac {5}{7}}\times {\frac {5}{94}}+3{\tfrac {2}{5}}\div {\frac {2}{15}}=

[({\frac {1}{2}}\times {\frac {3}{4}}+{\frac {4}{5}}\times {\frac {5}{6}})]-{\frac {1}{2}}+245\%=

This article is issued from Wikibooks. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.