题目内容
化简并求比值.
56:64
0.75:3
2.45:5.
56:64
0.75:3
2.45:5.
分析:(1)根据比的基本性质,即比的前项和后项同时乘或除以一个相同的数(0除外)比值不变,进而把比化成最简比;
(2)根据求比值的方法,就用最简比的前项除以后项即得比值.
(2)根据求比值的方法,就用最简比的前项除以后项即得比值.
解答:解:(1)56:64
=(56÷8):(64÷8)
=7:8;
56:64
=7:8
=7÷8
=
;
(2)0.75:3
=
:3
=(
×4):(3×4)
=3:12
=1:4;
0.75:3
=1:4
=1÷4
=
;
(3)2.45:5
=(2.45×20):(5×20)
=49:100;
2.45:5
=49:100
=49÷100
=
.
=(56÷8):(64÷8)
=7:8;
56:64
=7:8
=7÷8
=
| 7 |
| 8 |
(2)0.75:3
=
| 3 |
| 4 |
=(
| 3 |
| 4 |
=3:12
=1:4;
0.75:3
=1:4
=1÷4
=
| 1 |
| 4 |
(3)2.45:5
=(2.45×20):(5×20)
=49:100;
2.45:5
=49:100
=49÷100
=
| 49 |
| 100 |
点评:此题考查化简比和求比值的方法,要注意区分:化简比的结果是一个比,它的前项和后项都是整数,并且是互质数;而求比值的结果是一个数,可以是整数、小数或分数.
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