To solve these expressions, we first need to simplify each part separately before combining them.
( \frac{108}{160} + \left( \frac{92}{160} - \frac{46}{160} \right) )[= \frac{108}{160} + \frac{92-46}{160} ][= \frac{108}{160} + \frac{46}{160} ][= \frac{154}{160} ][= \frac{77}{80} ]
( \frac{108}{160} - \frac{92}{160} + \frac{92}{160} )[= \frac{108-92+92}{160} ][= \frac{108}{160} ][= \frac{27}{40} ]
( \left( \frac{38}{130} + \frac{79}{130} \right) - \frac{8}{130} )[= \frac{38+79}{130} - \frac{8}{130} ][= \frac{117}{130} - \frac{8}{130} ][= \frac{109}{130} ]
( \frac{49}{-1}\left( \frac{29}{60} + \frac{11}{60} \right) )[= \frac{49}{60} + \frac{11}{60} ][= \frac{49+11}{60} ][= \frac{60}{60} ][= 1 ]
( 1 - \frac{4}{13} - \frac{9}{13} )[= 1 - \frac{4+9}{13} ][= 1 - \frac{13}{13} ][= 1-1 ][= 0 ]
( \frac{5}{60} + \frac{5}{60} + \frac{50}{60} )[= \frac{5+5+50}{60} ][= \frac{60}{60} ][= 1 ]
( \frac{29}{60} + \frac{5}{60} + \frac{11}{60} )[= \frac{29+5+11}{60} ][= \frac{45}{60} ][= \frac{3}{4} ]
To solve these expressions, we first need to simplify each part separately before combining them.
( \frac{108}{160} + \left( \frac{92}{160} - \frac{46}{160} \right) )
[= \frac{108}{160} + \frac{92-46}{160} ]
[= \frac{108}{160} + \frac{46}{160} ]
[= \frac{154}{160} ]
[= \frac{77}{80} ]
( \frac{108}{160} - \frac{92}{160} + \frac{92}{160} )
[= \frac{108-92+92}{160} ]
[= \frac{108}{160} ]
[= \frac{27}{40} ]
( \left( \frac{38}{130} + \frac{79}{130} \right) - \frac{8}{130} )
[= \frac{38+79}{130} - \frac{8}{130} ]
[= \frac{117}{130} - \frac{8}{130} ]
[= \frac{109}{130} ]
( \frac{49}{-1}\left( \frac{29}{60} + \frac{11}{60} \right) )
[= \frac{49}{60} + \frac{11}{60} ]
[= \frac{49+11}{60} ]
[= \frac{60}{60} ]
[= 1 ]
( 1 - \frac{4}{13} - \frac{9}{13} )
[= 1 - \frac{4+9}{13} ]
[= 1 - \frac{13}{13} ]
[= 1-1 ]
[= 0 ]
( \frac{5}{60} + \frac{5}{60} + \frac{50}{60} )
[= \frac{5+5+50}{60} ]
[= \frac{60}{60} ]
[= 1 ]
( \frac{29}{60} + \frac{5}{60} + \frac{11}{60} )
[= \frac{29+5+11}{60} ]
[= \frac{45}{60} ]
[= \frac{3}{4} ]