[tex]\frac{207.4}{61}=3.4[/tex]
Let us solve it step by step.
First, we must multiply this fraction by 10 and divide by 10 as
[tex]\begin{gathered} \frac{207.4}{61}\cdot(\frac{10}{10})=\frac{207.4\cdot10}{61\cdot10}=\frac{2074}{610} \\ \text{thats was possible because 10 divided by 10 is equal to 1.} \end{gathered}[/tex]
and now, we can make the division:
Let us compute this division:
In this step, we found a number such that this number multiplied by 610 is close to 2074. This number was 3.
Now, we must continue in the same way: we must find a number such that this number multiplied by 610 is close to 244. However, we must put a dot because we are in the decimal places:
The number which fulfill the above condition was 4.
Hence, 2074 divided by 610 is equal to 3.4
