Question

Find the number of repeating digits in decimal expansion of 3/7

Answer 1

Given: The number = 3/7

To find: Number of repeating digits in decimal expansion?

Solution:

• So now since we have given the rational number, we need to find the value of 3/7.

• So 3/7 = 0.42857142857142857142857142857143‬

• A rational number can also be represented in decimal form and the resulting decimal is a repeating decimal.

• Also any decimal number that is repeating can be written in the form a/b with b not equal to zero so it is a rational number.

• So in the above value we find that the term 428571 is the repeating term, which is repeating 4 times.

Answer:

                    So, the number of repeating digits in decimal expansion of 3/7 are 428571

Answer 2

Answer:

Mate,the answer of this question is very easy and approved

Mate,the answer of this question is very easy and approved the answer is:

0.428571 and a bar on 428571 that denotes that the number is repeating infinitely.

That's the simple answer for your question

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