Converting Recurring Decimals into Fractions in less than a second!
Vedic Mathematics World's Fastest and Easiest method! Now, Convert Recurring Decimals into Fractions in less than a second! You can do this by mere observation!! Enjoy methematics !!!!
Sure, a repeating pattern of 142857 in the decimal places is aquivalent to 142857/999999 but that isn't what you really want to know. The answer you probably wanted is 1/7 so you NEED to include the time taken to reduce the output into a completely reduced fraction.
Sure, a repeating pattern of 142857 in the decimal places is aquivalent to 142857/999999 but that isn't what you really want to know. The answer you probably wanted is 1/7 so you NEED to include the time taken to reduce the output into a completely reduced fraction.
ReplyDeleteYou are right. There is a very easy way to simplify the fraction in vedic mathematics. Please watch the video I am planning to upload soon.
ReplyDelete