## What is example of repeating non-terminating decimal?

So, 22/7 and 10/3 never terminate, but keep on repeating their digits of decimals consisting of 6 numbers or just one respectively. Thus they are called non-terminating repeating decimals.

### Is a 1/7 non-terminating repeating decimal?

1/7 is already reduced to lowest terms. Its denominator of 7 is a prime number other than 2 or 5, so 1/7 is not a terminating decimal.

#### Is 1 3 a non-terminating repeating decimal?

For, 1/3 when 1 is divided by 3, the quotient is 0.333….. and the digit 3 is repeating. Alternatively, we can write it by placing a dot above the repeating digit 3 in the quotient. Therefore, 1/3 is a repeating decimal.

**What are some examples of repeating decimals?**

A repeating decimal, also called recurring decimal, is a decimal number in which a digit or a set of digits repeats infinitely or without end. For example, the decimal number 6.333333333 is a repeating decimal. 6.333333333 has only 1 digit that repeats infinitely and that digit is 3.

**Is 29 343 a non-terminating repeating decimal?**

b) q is of the form of 2n 5m where n and m are non-negative integers. Therefore, 29 and 343 are co-prime. Thus, 29/343 is a non-terminating repeating decimal.

## Is 3/5 is a terminating decimal?

Since, the remainder is zero. Therefore, 3/5 is terminating and 0.6 is a terminating decimal.

### Is 3 by 8 is a terminating decimal?

A terminating decimal is a decimal that ends. It’s a decimal with a finite number of digits. 3/8 has terminating decimal expansion because when we divide it we get 0.375.

#### Is 2/5 a terminating fraction?

This means the only numbers that divide 10 and return a whole number are 2 and 5, so it logically follows that only fractions that have denominators with these prime factors are terminating.

**What’s a non repeating non terminating decimal called?**

irrational numbers

Solution: The number which has an infinite number of digits after the decimal point without any pattern of repetition of digits is known as non-terminating non-recurring decimal. Non-terminating non-recurring decimals are also known as irrational numbers.

**Is 64 455 a terminating decimal?**

it will have a non-terminating repeating decimal because to have a terminating decimal,the denominator must have the form 2^n×5^m. while 455=5×7×13. Thus it is clear that 64/455 is a non-terminating repeating decimal fraction.

## What are examples of terminating decimals?

Most fractional numbers do have a finite amount of digits following the decimal point and are called terminating decimals. An example of a terminating decimal is 1/4, which yields 0.25.

### Which of these non terminating decimals?

Fractions whose denominator does not include 5 and 2 as factors are non-terminating decimals. Fractions whose denominator is a power of 2 (¼, and 1/8) are terminating decimals. Even not on the table, we can also test fractions whose denominator is a power of 5 (1/5, 1/25, 1/125) and would easily see that they are terminating decimals.

#### What are terminating numbers?

A terminating number is one which can be represented completely by a finite number of digits. A non-terminating number as the name suggests if a number that is never ending. It cannot be represented by a finite number of digits.

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