Answer :

To solve the division problem [tex]\(5 \div 139\)[/tex] and to make the result more understandable, we can follow these steps:

1. Set up the Division:
We need to divide 5 by 139.

2. Identify the Integer Part:
- First, we check how many times 139 fits into 5. Since 139 is larger than 5, it fits 0 times.
- This means the integer part of the division is 0.

3. Determine the Decimal Part:
- Since 139 does not fit into 5 at all, we will be working with a fractional division next.
- To find the decimal part, we need to perform the long division to get the quotient to a desired number of decimal places, but for practical purposes, we can use a more precise approach to already know the decimal places as follows:

[tex]\(\frac{5}{139} \approx 0.03597122302158273\)[/tex]

4. Final Result:
- The integer part is 0.
- The decimal part is approximately 0.03597122302158273.
- So, the complete result of the division is approximately [tex]\(0.03597122302158273\)[/tex].

In conclusion:
- The integer part of [tex]\(5 \div 139\)[/tex] is 0.
- The decimal part of [tex]\(5 \div 139\)[/tex] is approximately 0.03597122302158273.
- Hence, [tex]\(5 \div 139 \approx 0.03597122302158273\)[/tex].

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