333/5 = 33 + 3/5
Now 3/5 = 6/10 = 0.6
So 333/5 = 33 + 0.6 = 33.6
To convert back to fraction,
33.6 = 33 + 0.6 = 33 + 6/10. Then 6/10 simplifies to 3/5
so 33.6 = 33 + 3/5 = 333/5
33/11 = 3. That is an integer and it makes no sense to convert it back into a fraction!
The decimal is 33.3 and the fraction is 33 3/10.
33 1/3%:= 0.3333 as a decimal= 3/9 or 1/3 as a fraction
The decimal 0.969696 is a repeating decimal, which can be expressed as a fraction. To convert it, let ( x = 0.969696...). Multiplying both sides by 100 gives ( 100x = 96.969696...). Subtracting the original equation from this results in ( 99x = 96 ), so ( x = \frac{96}{99} ). Simplifying this fraction, we get ( \frac{32}{33} ). Thus, 0.969696 as a fraction is ( \frac{32}{33} ).
As an improper fraction it is 100/3
33%, as a fraction is 33/100 as a fraction and 0.33 as a decimal.
To convert a decimal to a fraction, we need to consider the decimal place value. In this case, 3.3 can be written as 33/10 as an improper fraction. This is because the decimal point is after the tenths place, so we can write it as 3 and 3/10, which simplifies to 33/10 in improper fraction form.
33%:= 0.33 in decimal= 33/100 in fraction
33/11 = 3. That is an integer and it makes no sense to convert it back into a fraction!
A percentage is that number over 100. Thus the fraction of 33% is simply 33/100 As a decimal, 33/100 is 0.33.
The decimal is 33.3 and the fraction is 33 3/10.
33 1/3%:= 0.3333 as a decimal= 3/9 or 1/3 as a fraction
33% is 1/3
0.0331
The decimal 0.969696 is a repeating decimal, which can be expressed as a fraction. To convert it, let ( x = 0.969696...). Multiplying both sides by 100 gives ( 100x = 96.969696...). Subtracting the original equation from this results in ( 99x = 96 ), so ( x = \frac{96}{99} ). Simplifying this fraction, we get ( \frac{32}{33} ). Thus, 0.969696 as a fraction is ( \frac{32}{33} ).
33% = 0.33 and 33/100
17/33