Question

How many repeating digits are there in decimal form of 1/9900?

Answer 1

Answer:

2

is the answer

please like me

Answer 2

Answer: Two

Step-by-step explanation:

• Given: $\frac{1}{9900}$
• To find: number of repeating digits in the given number.
• Solution:

When we divide 1 by 9900 we get 0.000101010101.

Repeating digits also mean recurring , so the number which repeats itself after the decimal are known as repeating digits and it is also known as recurring decimal.

Here, we can see 0 and 1 are repeating itself.

So, we can say that there are two repeating digits in the given number when converted to decimal.

• Hence, the required answer is 2.

#SPJ3