How to convert a recurring decimal to a fraction GCSE mathematics 7
What Is 0.16666 Repeating As A Fraction. Web to convert any fraction to decimal form, we just need to divide its numerator by denominator. Web 65 rows 0.16666 = 833350000 as a fraction.
How to convert a recurring decimal to a fraction GCSE mathematics 7
Next, we will count the number of fractional. 1/6 is not a whole number.it is a fraction =.16666667. To convert the decimal 0.16666 to a. Here, the fraction is 1/6 which means we need to perform 1 ÷ 6. How to write a decimal as a fraction? We can divide both the top and bottom parts by 9 to find that. What is 0.45 recurring as a fraction? Write down the decimal divided by 1,like this: Web 65 rows 0.16666 = 833350000 as a fraction. Step 1:input the value as per formula.
Web 0.16666 as a fraction result: We can divide both the top and bottom parts by 9 to find that. Steps to convert 0.16666 into a fraction. See answer (1) best answer. Web so, 1/6 as a decimal is 0.16666. Web what is 0.16666 as a fraction? Web 0.16666 as a fraction result: Web 0.16666 × 1000001 × 100000 = 16666100000 since the greatest common factor of 16666 and 100000 is 2, we can simplify the fraction and show the same amount 16666 ÷ 2 100000 ÷ 2 = 8333 50000 therefore, 0.16666 as a fraction is 8333/50000 here are some more. 0.16666 as a fraction equals 16666 / 100000 or 8333 / 50000. So, 1/6 as a decimal is 0.16666. We will get, → 16666/99999;
