What Is The Fraction Equivalent Of These Decimals? .50, .20, .75, .33, .10
Answer:
Well to convert the decimals to the fractions you have to follow the whole process which is very simple. If you can work out this process then you can easily convert any decimal into fraction and any fraction into decimal. The basic rule of thumb is to remove the decimal and add on a 1 in the denominator for the decimal and then add equivalent number of zero for the digits after the decimal in the numerator.
Let's take the example of .50
-- 50/100
-- 50 is called numerator/ 100 is call denominator
We have removed the decimal by 1 and as after the decimal there were two digits so we added two zero after the 1 in the denominator. Now on further solving the fraction we get
-- 1/2 which is the required fraction
Now the rest of the decimal values can be solved accordingly.
-- .20
-- 20/100
-- 1/5 which is the required fraction
For the other worth
-- .75
-- 75/100
-- 3/4 which is the required fraction
To convert a fraction into decimal, divide the numerator with the denominator. Take the example of 3/4 .
-- 3/4
As numerator is less then denominator thus we will include a decimal in the quotient and add a zero within the numerator. Now our fraction becomes.
-- 30/4 with Quotient containing decimal
Divide 30/ 4, you will get
-- 2/4 near Quotient = .7
As numerator is less then denominator therefore tag on zero to the numerator
-- 20/4 with Quotient = .7
20 is fully divisible by 4 thus we have no remainder, and quotient is equal to the .75 which is our required decimal effectiveness.
0.20
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