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Math problem: A village has dug 65438+3km in order to dig a 4km long canal. How many meters are needed to make the ratio of excavation length to total length equal to.
We have to dig 1.00% 1 km.

The thinking process is like this. The total length is 4/5 kilometers, which can also be divided into 8 kilometers of 10. Now we have dug 3 kilometers of 10, so we only need to dig 10 kilometers.

The calculation process is four fifths times one half minus three tenths.

We'll dig another x meters.

(3/ 10+x):4/5= 1:2

2(0.3+x)=0.8

0.6+2x=0.8

2x=0.2

x=0. 1= 1/ 10

Digging 1.00% 1 m will make the ratio of excavated length to total length 1:2.