Reference This Calculation:
How to write 8.1 Repeating as a Fraction? To convert a repeating decimal to a fraction, you set up an equation where the repeating decimal equals a variable, multiply to shift the repeating part, subtract to eliminate the repeating part, and solve for the variable. This method works for any repeating decimal.
To conversion Repeating Decimal number to Fraction use this fromula, which is given below-
(D × 10R) - N/10R -1
Where,
- D = The whole decimal number;
- R = Count the number of repeating part of decimal number;
- N = Value of non-repeating part of decimal number;
For calculation, here's how to convert 8.1 Repeating as a Fraction using the formula above, step by step instructions are given below
- Input the value as per formula.
(8.1 x 101) - 8/101 -1
- Calculate the numerator and denominator part.
73/9
-
To simplify 73/9its lowest terms, find GCD (Greatest Common Divisor) for 73 & 9, which is 1. There is no simplest form of the above value for GCD to be 1. So you can skip step 3 and step 4 calculation. Here's How to Find GCD of 73 and 9?73/1/9/1
- After simplify or reduce the fraction.
73/9= 81/9;
8.1 Repeating Decimal is 73/9 or 8 1/9 as a Fraction.
Tweet on Twitter
Share on WhatsApp
Send via Email
Pin it Pinterest
Post to Tumblr
Submit to Reddit