Question: 4 divided by 4 fifths can be represented below as
![\begin{gathered} =4/(4)/(5) \\ (4)/(5)=\frac{\text{initial numerator}}{initial\text{ denominator}} \end{gathered}](https://img.qammunity.org/2023/formulas/mathematics/college/wx56l8s9oypilxtm2pqnmua2g03xzxfaay.png)
Note: 4 fifths means 4 parts out of 5 that is why we have 4 fifths to be = 4/5
Concept:
For the division sign to be changed into a multiplication sign, we will have to interchange the initial numerator to become the new denominator and the initial denominator will become the new numerator
Therefore,
The question above becomes
![\begin{gathered} =4/(4)/(5) \\ =(4)/(1)*(5)/(4) \\ =(20)/(4) \\ =5 \end{gathered}](https://img.qammunity.org/2023/formulas/mathematics/college/6er83yl5l1ldp10ys2dpr91xty87vghd9m.png)
Hence,
The final answer = 5