解:(1)4.5+7.8×2.5÷1.3
=4.5+7.8÷1.3×2.5,
=4.5+6×2.5,
=4.5+15,
=19.5;
(2)75×60%+4×

+0.6
=75×0.6+4×0.6+0.6,
=(75+4+1)×0.6,
=80×0.6,
=48;
(3)3×(

+

)-

=

×3+

×3-

,
=

-

+

,
=

;
(4)3.4×99+3.4
=(99+1)×3.4,
=100×3.4,
=340;
(5)12.5×3.2×2.5
=12.5×0.8×4×2.5,
=12.5×0.8×(4×2.5),
=10×10,
=100;
(6)12×(

+

-

)
=12×

+12×

-12×

,
=3+10-8,
=5;
(7)

-

x=

-

x-

+

x=

-

+

x,

=

x,

x

=


,
x=

;
(8)x:

=36:18
18x=36×

,
18x=4,
18x÷18=4÷18,
x=

分析:算式(1)可根據(jù)乘法交換律計算;
算式(2)、(4)、(6)可根據(jù)乘法分配律進(jìn)行計算;
算式(3)可根據(jù)乘法分配律及加法交換律計算;
算式(5)可將3.2拆分為0.8×4后再根據(jù)乘法結(jié)合律計算;
算式(7)可根據(jù)等式的性質(zhì)解方程:等式兩邊同時加上、減去、乘以、除以相同的數(shù),等式仍然成立;
算式(8)可根據(jù)比例的基本性質(zhì)(比例的兩外項之積等于兩內(nèi)項之積)及等式的性質(zhì)進(jìn)行計算.
點評:在解方程與解比例時,計算過程要注意等號的對齊.