解:(1)(-11

)×

+(+5

)×

+(-137

)÷5+(+113

)÷5
=(-11

)×

+(+5

)×

+(-137

)×

+(+113

)×

=

×[(-11

)+(+5

)+(-137

)+(+113

)]
=

×[-6+(-24)]
=

×(-30)
=-6.
(2)-8-[-7+(1-

×0.6)÷(-3)]
=-8-[-7+(1-

×

)×(-

)]
=-8-[-7+(1-

)×(-

)]
=-8-[-7+

×(-

)]
=-8-(-7-

)
=-8+7

=-

.
分析:(1)逆用乘法分配律計算;
(2)按照有理數(shù)混合運算的順序,先乘除最后算加減,有括號的先算括號里面的.
點評:要正確掌握運算順序,即乘方運算(和以后學(xué)習(xí)的開方運算)叫做三級運算;乘法和除法叫做二級運算;加法和減法叫做一級運算.在混合運算中要特別注意運算順序:先三級,后二級,再一級;有括號的先算括號里面的;同級運算按從左到右的順序.