You know that `1/7`=0.`bar(142857)` can you predict what the decimal expansion of `2/7, 3/7,4/7 , 5/7, 6/7 ` are without actually doing the long division.

You know that 1/7= 0.bar(142857) Can you predict what the decimal expansions of 2/7,3/7,4/7,5/7,6/7 are, without actually doing the long division? If so, how? [Hint : Study the remainders while finding the value of 1/7 carefully.]

You know that 1/7=0.bar(142857) . Can you predict what the decimal expansions of 2/7x3/7,4/7,5/7,6/7 are without actually doing the long division? If so how?

you know that 1/7 = 0.bar142857 can you predict what the decimal expansion of 2/7,3/7,4/7,5/7,6/7 are without actually doing the long division ? If so how [hint : study the remainders while finding the value of 1/7 carefully]

Find the decimal expansion of 1/7

You know that (1)/(7) = 0.bar ( 142857) . Can you predict what the decimal expansions of (2)/(7) , (3)/(7) ,( 4)/(7),( 5)/(7),( 6)/(7) are, without actually doing the long division? If so , how ?

If 1/7=0. 142857 , write the decimal expression of 2/7,3/7,4/7,5/7a n d6/7 without actually doing the long division.

If 1/7=0. 142857 , write the decimal expression of 2/7,3/7,4/7,5/7a n d6/7 without actually doing the long division.

Find the decimal expansion of : 1/7 .